# Uses of Class
org.apfloat.ApfloatRuntimeException

Packages that use ApfloatRuntimeException
Package
Description
org.apfloat
The apfloat Application Programming Interface (API).
org.apfloat.aparapi
Transforms for using a GPU via the aparapi library.
org.apfloat.internal
Default implementations of the apfloat Service Provider Interface (SPI).
org.apfloat.samples
Sample applications demonstrating apfloat use.
org.apfloat.spi
The apfloat Service Provider Interface (SPI).

- ## Uses of ApfloatRuntimeException in org.apfloat

  Subclasses of ApfloatRuntimeException in org.apfloat
  Modifier and Type
  Class
  Description
  `class`
  `ApfloatConfigurationException`
  Exception indicating an error in the apfloat configuration.
  `class`
  `ApfloatInterruptedException`
  Exception indicating that the computation was interrupted.
  `class`
  `InfiniteExpansionException`
  Exception indicating that the result of an operation would have infinite size.
  `class`
  `LossOfPrecisionException`
  Exception indicating a result that would have no significant digits.
  `class`
  `NumericComputationException`
  Exception indicating that something went wrong in a numeric computation.
  `class`
  `OverflowException`
  Exception indicating an overflow in a calculation.
  Methods in org.apfloat that throw ApfloatRuntimeException
  Modifier and Type
  Method
  Description
  `static Apfloat`
  ApcomplexMath.`abs(Apcomplex z)`
  Absolute value.
  `static Apfloat`
  ApfloatMath.`abs(Apfloat x)`
  Absolute value.
  `static Apint`
  ApintMath.`abs(Apint x)`
  Absolute value.
  `static Aprational`
  AprationalMath.`abs(Aprational x)`
  Absolute value.
  `Apfloat`
  FixedPrecisionApcomplexHelper.`abs(Apcomplex z)`
  Absolute value.
  `Apfloat`
  FixedPrecisionApfloatHelper.`abs(Apfloat x)`
  Absolute value.
  `static Apcomplex`
  ApcomplexMath.`acos(Apcomplex z)`
  Inverse cosine.
  `static Apfloat`
  ApfloatMath.`acos(Apfloat x)`
  Inverse cosine.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`acos(Apcomplex z)`
  Arc cosine.
  `Apfloat`
  FixedPrecisionApfloatHelper.`acos(Apfloat x)`
  Arc cosine.
  `static Apcomplex`
  ApcomplexMath.`acosh(Apcomplex z)`
  Inverse hyperbolic cosine.
  `static Apfloat`
  ApfloatMath.`acosh(Apfloat x)`
  Inverse hyperbolic cosine.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`acosh(Apcomplex z)`
  Hyperbolic arc cosine.
  `Apfloat`
  FixedPrecisionApfloatHelper.`acosh(Apfloat x)`
  Hyperbolic arc cosine.
  `Apcomplex`
  Apcomplex.`add(Apcomplex z)`
  Adds two apcomplex numbers.
  `Apfloat`
  Apfloat.`add(Apfloat x)`
  Adds two apfloats.
  `Apint`
  Apint.`add(Apint x)`
  Adds two apints.
  `Aprational`
  Aprational.`add(Aprational x)`
  Adds two aprational numbers.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`add(Apcomplex z, Apcomplex w)`
  Addition.
  `Apfloat`
  FixedPrecisionApfloatHelper.`add(Apfloat x, Apfloat y)`
  Addition.
  `static Apcomplex`
  ApcomplexMath.`agm(Apcomplex a, Apcomplex b)`
  Arithmetic-geometric mean.
  `static Apfloat`
  ApfloatMath.`agm(Apfloat a, Apfloat b)`
  Arithmetic-geometric mean.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`agm(Apcomplex a, Apcomplex b)`
  Arithmetic-geometric mean.
  `Apfloat`
  FixedPrecisionApfloatHelper.`agm(Apfloat a, Apfloat b)`
  Arithmetic-geometric mean.
  `static Apcomplex`
  ApcomplexMath.`airyAi(Apcomplex z)`
  Airy function Ai.
  `static Apfloat`
  ApfloatMath.`airyAi(Apfloat x)`
  Airy function Ai.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`airyAi(Apcomplex z)`
  Airy function Ai.
  `Apfloat`
  FixedPrecisionApfloatHelper.`airyAi(Apfloat x)`
  Airy function Ai.
  `static Apcomplex`
  ApcomplexMath.`airyAiPrime(Apcomplex z)`
  Derivative of the Airy function Ai.
  `static Apfloat`
  ApfloatMath.`airyAiPrime(Apfloat x)`
  Derivative of the Airy function Ai.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`airyAiPrime(Apcomplex z)`
  Derivative of the Airy function Ai.
  `Apfloat`
  FixedPrecisionApfloatHelper.`airyAiPrime(Apfloat x)`
  Derivative of the Airy function Ai.
  `static Apcomplex`
  ApcomplexMath.`airyBi(Apcomplex z)`
  Airy function Bi.
  `static Apfloat`
  ApfloatMath.`airyBi(Apfloat x)`
  Airy function Bi.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`airyBi(Apcomplex z)`
  Airy function Bi.
  `Apfloat`
  FixedPrecisionApfloatHelper.`airyBi(Apfloat x)`
  Airy function Bi.
  `static Apcomplex`
  ApcomplexMath.`airyBiPrime(Apcomplex z)`
  Derivative of the Airy function Bi.
  `static Apfloat`
  ApfloatMath.`airyBiPrime(Apfloat x)`
  Derivative of the Airy function Bi.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`airyBiPrime(Apcomplex z)`
  Derivative of the Airy function Bi.
  `Apfloat`
  FixedPrecisionApfloatHelper.`airyBiPrime(Apfloat x)`
  Derivative of the Airy function Bi.
  `static Apcomplex[]`
  ApcomplexMath.`allRoots(Apcomplex z, int n)`
  All values of the positive integer root.
  `Apcomplex[]`
  FixedPrecisionApcomplexHelper.`allRoots(Apcomplex z, int n)`
  All branches of a root.
  `static Apcomplex`
  ApcomplexMath.`angerJ(Apcomplex ν, Apcomplex z)`
  Anger function 𝐉.
  `static Apfloat`
  ApfloatMath.`angerJ(Apfloat ν, Apfloat x)`
  Anger function 𝐉.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`angerJ(Apcomplex ν, Apcomplex z)`
  Anger function 𝐉.
  `Apfloat`
  FixedPrecisionApfloatHelper.`angerJ(Apfloat ν, Apfloat x)`
  Anger function 𝐉.
  `static Apfloat`
  ApcomplexMath.`arg(Apcomplex z)`
  Angle of the complex vector in the complex plane.
  `Apfloat`
  FixedPrecisionApcomplexHelper.`arg(Apcomplex z)`
  Complex angle.
  `static Apcomplex`
  ApcomplexMath.`asin(Apcomplex z)`
  Inverse sine.
  `static Apfloat`
  ApfloatMath.`asin(Apfloat x)`
  Inverse sine.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`asin(Apcomplex z)`
  Arc sine.
  `Apfloat`
  FixedPrecisionApfloatHelper.`asin(Apfloat x)`
  Arc sine.
  `static Apcomplex`
  ApcomplexMath.`asinh(Apcomplex z)`
  Inverse hyperbolic sine.
  `static Apfloat`
  ApfloatMath.`asinh(Apfloat x)`
  Inverse hyperbolic sine.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`asinh(Apcomplex z)`
  Hyperbolic arc sine.
  `Apfloat`
  FixedPrecisionApfloatHelper.`asinh(Apfloat x)`
  Hyperbolic arc sine.
  `static Apcomplex`
  ApcomplexMath.`atan(Apcomplex z)`
  Inverse tangent.
  `static Apfloat`
  ApfloatMath.`atan(Apfloat x)`
  Inverse tangent.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`atan(Apcomplex z)`
  Arc tangent.
  `Apfloat`
  FixedPrecisionApfloatHelper.`atan(Apfloat x)`
  Arc tangent.
  `static Apfloat`
  ApfloatMath.`atan2(Apfloat y, Apfloat x)`
  Converts cartesian coordinates to polar coordinates.
  `Apfloat`
  FixedPrecisionApfloatHelper.`atan2(Apfloat x, Apfloat y)`
  Angle of point.
  `static Apcomplex`
  ApcomplexMath.`atanh(Apcomplex z)`
  Inverse hyperbolic tangent.
  `static Apfloat`
  ApfloatMath.`atanh(Apfloat x)`
  Inverse hyperbolic tangent.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`atanh(Apcomplex z)`
  Hyperbolic arc tangent.
  `Apfloat`
  FixedPrecisionApfloatHelper.`atanh(Apfloat x)`
  Hyperbolic arc tangent.
  `static Aprational`
  AprationalMath.`bernoulli(long n)`
  Returns the specified Bernoulli number.
  `static Aprational`
  AprationalMath.`bernoulli(long n, int radix)`
  Returns the specified Bernoulli number in the given radix.
  `Apfloat`
  FixedPrecisionApcomplexHelper.`bernoulli(long n)`
  Bernoulli number.
  `Apfloat`
  FixedPrecisionApcomplexHelper.`bernoulli(long n, int radix)`
  Bernoulli number.
  `static Apcomplex`
  ApcomplexMath.`bernoulliB(long n, Apcomplex z)`
  Bernoulli polynomial.
  `static Apfloat`
  ApfloatMath.`bernoulliB(long n, Apfloat x)`
  Bernoulli polynomial.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`bernoulliB(long n, Apcomplex z)`
  Bernoulli polynomial.
  `Apfloat`
  FixedPrecisionApfloatHelper.`bernoulliB(long n, Apfloat x)`
  Bernoulli polynomial.
  `static Apcomplex`
  ApcomplexMath.`besselI(Apcomplex ν, Apcomplex z)`
  Modified Bessel function of the first kind.
  `static Apfloat`
  ApfloatMath.`besselI(Apfloat ν, Apfloat x)`
  Modified Bessel function of the first kind.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`besselI(Apcomplex ν, Apcomplex z)`
  Modified Bessel function of the first kind.
  `Apfloat`
  FixedPrecisionApfloatHelper.`besselI(Apfloat ν, Apfloat x)`
  Modified Bessel function of the first kind.
  `static Apcomplex`
  ApcomplexMath.`besselJ(Apcomplex ν, Apcomplex z)`
  Bessel function of the first kind.
  `static Apfloat`
  ApfloatMath.`besselJ(Apfloat ν, Apfloat x)`
  Bessel function of the first kind.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`besselJ(Apcomplex ν, Apcomplex z)`
  Bessel function of the first kind.
  `Apfloat`
  FixedPrecisionApfloatHelper.`besselJ(Apfloat ν, Apfloat x)`
  Bessel function of the first kind.
  `static Apcomplex`
  ApcomplexMath.`besselK(Apcomplex ν, Apcomplex z)`
  Modified Bessel function of the second kind.
  `static Apfloat`
  ApfloatMath.`besselK(Apfloat ν, Apfloat x)`
  Modified Bessel function of the second kind.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`besselK(Apcomplex ν, Apcomplex z)`
  Modified Bessel function of the second kind.
  `Apfloat`
  FixedPrecisionApfloatHelper.`besselK(Apfloat ν, Apfloat x)`
  Modified Bessel function of the second kind.
  `static Apcomplex`
  ApcomplexMath.`besselY(Apcomplex ν, Apcomplex z)`
  Bessel function of the second kind.
  `static Apfloat`
  ApfloatMath.`besselY(Apfloat ν, Apfloat x)`
  Bessel function of the second kind.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`besselY(Apcomplex ν, Apcomplex z)`
  Bessel function of the second kind.
  `Apfloat`
  FixedPrecisionApfloatHelper.`besselY(Apfloat ν, Apfloat x)`
  Bessel function of the second kind.
  `static Apcomplex`
  ApcomplexMath.`beta(Apcomplex a, Apcomplex b)`
  Beta function.
  `static Apcomplex`
  ApcomplexMath.`beta(Apcomplex z, Apcomplex a, Apcomplex b)`
  Incomplete beta function.
  `static Apcomplex`
  ApcomplexMath.`beta(Apcomplex z1, Apcomplex z2, Apcomplex a, Apcomplex b)`
  Generalized incomplete beta function.
  `static Apfloat`
  ApfloatMath.`beta(Apfloat a, Apfloat b)`
  Beta function.
  `static Apfloat`
  ApfloatMath.`beta(Apfloat x, Apfloat a, Apfloat b)`
  Incomplete beta function.
  `static Apfloat`
  ApfloatMath.`beta(Apfloat x1, Apfloat x2, Apfloat a, Apfloat b)`
  Generalized incomplete beta function.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`beta(Apcomplex a, Apcomplex b)`
  Beta function.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`beta(Apcomplex z, Apcomplex a, Apcomplex b)`
  Incomplete beta function.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`beta(Apcomplex z1, Apcomplex z2, Apcomplex a, Apcomplex b)`
  Generalized incomplete beta function.
  `Apfloat`
  FixedPrecisionApfloatHelper.`beta(Apfloat a, Apfloat b)`
  Beta function.
  `Apfloat`
  FixedPrecisionApfloatHelper.`beta(Apfloat x, Apfloat a, Apfloat b)`
  Incomplete beta function.
  `Apfloat`
  FixedPrecisionApfloatHelper.`beta(Apfloat x1, Apfloat x2, Apfloat a, Apfloat b)`
  Generalized incomplete beta function.
  `static Apcomplex`
  ApcomplexMath.`binomial(Apcomplex n, Apcomplex k)`
  Binomial coefficient.
  `static Apfloat`
  ApfloatMath.`binomial(Apfloat n, Apfloat k)`
  Binomial coefficient.
  `static Apint`
  ApintMath.`binomial(long n, long k)`
  Binomial coefficient.
  `static Apint`
  ApintMath.`binomial(long n, long k, int radix)`
  Binomial coefficient.
  `static Apint`
  ApintMath.`binomial(Apint n, Apint k)`
  Binomial coefficient.
  `static Aprational`
  AprationalMath.`binomial(Aprational n, Aprational k)`
  Binomial coefficient.
  `Apfloat`
  FixedPrecisionApcomplexHelper.`binomial(long n, long k)`
  Binomial coefficient.
  `Apfloat`
  FixedPrecisionApcomplexHelper.`binomial(long n, long k, int radix)`
  Binomial coefficient.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`binomial(Apcomplex n, Apcomplex k)`
  Binomial coefficient.
  `Apfloat`
  FixedPrecisionApfloatHelper.`binomial(Apfloat n, Apfloat k)`
  Binomial coefficient.
  `static Apfloat`
  ApfloatMath.`catalan(long precision)`
  Calculates Catalan's constant, G.
  `static Apfloat`
  ApfloatMath.`catalan(long precision, int radix)`
  Calculates Catalan's constant, G.
  `Apfloat`
  FixedPrecisionApcomplexHelper.`catalan()`
  Catalan's constant G.
  `Apfloat`
  FixedPrecisionApcomplexHelper.`catalan(int radix)`
  Catalan's constant G.
  `static Apcomplex`
  ApcomplexMath.`cbrt(Apcomplex z)`
  Cube root.
  `static Apfloat`
  ApfloatMath.`cbrt(Apfloat x)`
  Cube root.
  `static Apint[]`
  ApintMath.`cbrt(Apint x)`
  Cube root and remainder.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`cbrt(Apcomplex z)`
  Cube root.
  `Apfloat`
  FixedPrecisionApfloatHelper.`cbrt(Apfloat x)`
  Cube root.
  `Apint`
  Apfloat.`ceil()`
  Ceiling function.
  `static Apint`
  ApfloatMath.`ceil(Apfloat x)`
  Ceiling function.
  `Apint`
  Aprational.`ceil()`
  Ceiling function.
  `Apfloat`
  FixedPrecisionApfloatHelper.`ceil(Apfloat x)`
  Ceiling function.
  `static Apcomplex`
  ApcomplexMath.`chebyshevT(Apcomplex ν, Apcomplex z)`
  Chebyshev function of the first kind.
  `static Apfloat`
  ApfloatMath.`chebyshevT(Apfloat ν, Apfloat x)`
  Chebyshev function of the first kind.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`chebyshevT(Apcomplex ν, Apcomplex z)`
  Chebyshev function of the first kind.
  `Apfloat`
  FixedPrecisionApfloatHelper.`chebyshevT(Apfloat ν, Apfloat x)`
  Chebyshev function of the first kind.
  `static Apcomplex`
  ApcomplexMath.`chebyshevU(Apcomplex ν, Apcomplex z)`
  Chebyshev function of the second kind.
  `static Apfloat`
  ApfloatMath.`chebyshevU(Apfloat ν, Apfloat x)`
  Chebyshev function of the second kind.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`chebyshevU(Apcomplex ν, Apcomplex z)`
  Chebyshev function of the second kind.
  `Apfloat`
  FixedPrecisionApfloatHelper.`chebyshevU(Apfloat ν, Apfloat x)`
  Chebyshev function of the second kind.
  `Apcomplex`
  Apcomplex.`conj()`
  Returns the complex conjugate of this apcomplex.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`conj(Apcomplex z)`
  Complex conjugate.
  `Apfloat[]`
  FixedPrecisionApfloatHelper.`continuedFraction(Apfloat x, int n)`
  Continued fraction.
  `Apfloat[]`
  FixedPrecisionApfloatHelper.`convergents(Apfloat x, int n)`
  Convergents.
  `static Apfloat`
  ApfloatMath.`copySign(Apfloat x, Apfloat y)`
  Copy sign from one argument to another.
  `static Apint`
  ApintMath.`copySign(Apint x, Apint y)`
  Copy sign from one argument to another.
  `static Aprational`
  AprationalMath.`copySign(Aprational x, Aprational y)`
  Copy sign from one argument to another.
  `Apfloat`
  FixedPrecisionApfloatHelper.`copySign(Apfloat x, Apfloat y)`
  Copies the sign from one number to another.
  `static Apcomplex`
  ApcomplexMath.`cos(Apcomplex z)`
  Cosine.
  `static Apfloat`
  ApfloatMath.`cos(Apfloat x)`
  Cosine.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`cos(Apcomplex z)`
  Cosine.
  `Apfloat`
  FixedPrecisionApfloatHelper.`cos(Apfloat x)`
  Cosine.
  `static Apcomplex`
  ApcomplexMath.`cosh(Apcomplex z)`
  Hyperbolic cosine.
  `static Apfloat`
  ApfloatMath.`cosh(Apfloat x)`
  Hyperbolic cosine.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`cosh(Apcomplex z)`
  Hyperbolic cosine.
  `Apfloat`
  FixedPrecisionApfloatHelper.`cosh(Apfloat x)`
  Hyperbolic cosine.
  `static Apcomplex`
  ApcomplexMath.`coshIntegral(Apcomplex z)`
  Hyperbolic cosine integral.
  `static Apfloat`
  ApfloatMath.`coshIntegral(Apfloat x)`
  Hyperbolic cosine integral.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`coshIntegral(Apcomplex z)`
  Hyperbolic cosine integral.
  `Apfloat`
  FixedPrecisionApfloatHelper.`coshIntegral(Apfloat x)`
  Hyperbolic cosine integral.
  `static Apcomplex`
  ApcomplexMath.`cosIntegral(Apcomplex z)`
  Cosine integral.
  `static Apfloat`
  ApfloatMath.`cosIntegral(Apfloat x)`
  Cosine integral.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`cosIntegral(Apcomplex z)`
  Cosine integral.
  `Apfloat`
  FixedPrecisionApfloatHelper.`cosIntegral(Apfloat x)`
  Cosine integral.
  `static Apcomplex`
  ApcomplexMath.`digamma(Apcomplex z)`
  Digamma function.
  `static Apfloat`
  ApfloatMath.`digamma(Apfloat x)`
  Digamma function.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`digamma(Apcomplex z)`
  Digamma function.
  `Apfloat`
  FixedPrecisionApfloatHelper.`digamma(Apfloat x)`
  Digamma function.
  `static Apint[]`
  ApintMath.`div(Apint x, Apint y)`
  Quotient and remainder.
  `Apcomplex`
  Apcomplex.`divide(Apcomplex z)`
  Divides two apcomplex numbers.
  `Apfloat`
  Apfloat.`divide(Apfloat x)`
  Divides two apfloats.
  `Apint`
  Apint.`divide(Apint x)`
  Divides two apints.
  `Aprational`
  Aprational.`divide(Aprational x)`
  Divides two aprational numbers.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`divide(Apcomplex z, Apcomplex w)`
  Division.
  `Apfloat`
  FixedPrecisionApfloatHelper.`divide(Apfloat x, Apfloat y)`
  Division.
  `static Apint`
  ApintMath.`doubleFactorial(long n)`
  Double factorial function.
  `static Apint`
  ApintMath.`doubleFactorial(long n, int radix)`
  Double factorial function.
  `static Aprational`
  AprationalMath.`doubleFactorial(long n)`
  Double factorial function.
  `static Aprational`
  AprationalMath.`doubleFactorial(long n, int radix)`
  Double factorial function.
  `Apfloat`
  FixedPrecisionApfloatHelper.`doubleFactorial(long n)`
  Double factorial.
  `Apfloat`
  FixedPrecisionApfloatHelper.`doubleFactorial(long n, int radix)`
  Double factorial.
  `static Apfloat`
  ApfloatMath.`e(long precision)`
  Calculates e.
  `static Apfloat`
  ApfloatMath.`e(long precision, int radix)`
  Calculates e.
  `Apfloat`
  FixedPrecisionApcomplexHelper.`e()`
  e.
  `Apfloat`
  FixedPrecisionApcomplexHelper.`e(int radix)`
  e.
  `static Apcomplex`
  ApcomplexMath.`ellipticE(Apcomplex z)`
  Complete elliptic integral of the second kind.
  `static Apfloat`
  ApfloatMath.`ellipticE(Apfloat x)`
  Complete elliptic integral of the second kind.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`ellipticE(Apcomplex z)`
  Complete elliptic integral of the second kind.
  `Apfloat`
  FixedPrecisionApfloatHelper.`ellipticE(Apfloat x)`
  Complete elliptic integral of the second kind.
  `static Apcomplex`
  ApcomplexMath.`ellipticK(Apcomplex z)`
  Complete elliptic integral of the first kind.
  `static Apfloat`
  ApfloatMath.`ellipticK(Apfloat x)`
  Complete elliptic integral of the first kind.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`ellipticK(Apcomplex z)`
  Complete elliptic integral of the first kind.
  `Apfloat`
  FixedPrecisionApfloatHelper.`ellipticK(Apfloat x)`
  Complete elliptic integral of the first kind.
  `long`
  Apcomplex.`equalDigits(Apcomplex z)`
  Computes number of equal digits.
  `long`
  Apfloat.`equalDigits(Apfloat x)`
  Computes number of equal digits.
  `static Apcomplex`
  ApcomplexMath.`erf(Apcomplex z)`
  Error function.
  `static Apfloat`
  ApfloatMath.`erf(Apfloat x)`
  Error function.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`erf(Apcomplex z)`
  Error function.
  `Apfloat`
  FixedPrecisionApfloatHelper.`erf(Apfloat x)`
  Error function.
  `static Apcomplex`
  ApcomplexMath.`erfc(Apcomplex z)`
  Complementary error function.
  `static Apfloat`
  ApfloatMath.`erfc(Apfloat x)`
  Complementary error function.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`erfc(Apcomplex z)`
  Complementary error function.
  `Apfloat`
  FixedPrecisionApfloatHelper.`erfc(Apfloat x)`
  Complementary error function.
  `static Apcomplex`
  ApcomplexMath.`erfi(Apcomplex z)`
  Imaginary error function.
  `static Apfloat`
  ApfloatMath.`erfi(Apfloat x)`
  Imaginary error function.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`erfi(Apcomplex z)`
  Imaginary error function.
  `Apfloat`
  FixedPrecisionApfloatHelper.`erfi(Apfloat x)`
  Imaginary error function.
  `static Apfloat`
  ApfloatMath.`euler(long precision)`
  Calculates γ, the Euler-Mascheroni constant.
  `static Apfloat`
  ApfloatMath.`euler(long precision, int radix)`
  Calculates γ, the Euler-Mascheroni constant.
  `Apfloat`
  FixedPrecisionApcomplexHelper.`euler()`
  γ, the Euler-Mascheroni constant.
  `Apfloat`
  FixedPrecisionApcomplexHelper.`euler(int radix)`
  γ, the Euler-Mascheroni constant.
  `static Apcomplex`
  ApcomplexMath.`eulerE(long n, Apcomplex z)`
  Euler polynomial.
  `static Apfloat`
  ApfloatMath.`eulerE(long n, Apfloat x)`
  Euler polynomial.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`eulerE(long n, Apcomplex z)`
  Euler polynomial.
  `Apfloat`
  FixedPrecisionApfloatHelper.`eulerE(long n, Apfloat x)`
  Euler polynomial.
  `static Apcomplex`
  ApcomplexMath.`exp(Apcomplex z)`
  Exponent function.
  `static Apfloat`
  ApfloatMath.`exp(Apfloat x)`
  Exponent function.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`exp(Apcomplex z)`
  Exponential function.
  `Apfloat`
  FixedPrecisionApfloatHelper.`exp(Apfloat x)`
  Exponential function.
  `static Apcomplex`
  ApcomplexMath.`expIntegralE(Apcomplex ν, Apcomplex z)`
  Exponential integral E.
  `static Apfloat`
  ApfloatMath.`expIntegralE(Apfloat ν, Apfloat x)`
  Exponential integral E.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`expIntegralE(Apcomplex ν, Apcomplex z)`
  Exponential integral E.
  `Apfloat`
  FixedPrecisionApfloatHelper.`expIntegralE(Apfloat ν, Apfloat x)`
  Exponential integral E.
  `static Apcomplex`
  ApcomplexMath.`expIntegralEi(Apcomplex z)`
  Exponential integral Ei.
  `static Apfloat`
  ApfloatMath.`expIntegralEi(Apfloat x)`
  Exponential integral Ei.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`expIntegralEi(Apcomplex z)`
  Exponential integral Ei.
  `Apfloat`
  FixedPrecisionApfloatHelper.`expIntegralEi(Apfloat x)`
  Exponential integral Ei.
  `static Apint`
  ApintMath.`factorial(long n)`
  Factorial function.
  `static Apint`
  ApintMath.`factorial(long n, int radix)`
  Factorial function.
  `Apfloat`
  FixedPrecisionApfloatHelper.`factorial(long n)`
  Factorial.
  `Apfloat`
  FixedPrecisionApfloatHelper.`factorial(long n, int radix)`
  Factorial.
  `static Apcomplex`
  ApcomplexMath.`fibonacci(Apcomplex ν, Apcomplex z)`
  Fibonacci function.
  `static Apfloat`
  ApfloatMath.`fibonacci(Apfloat ν, Apfloat x)`
  Fibonacci function.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`fibonacci(Apcomplex ν, Apcomplex z)`
  Fibonacci function.
  `Apfloat`
  FixedPrecisionApfloatHelper.`fibonacci(Apfloat ν, Apfloat x)`
  Fibonacci function.
  `Apint`
  Apfloat.`floor()`
  Floor function.
  `static Apint`
  ApfloatMath.`floor(Apfloat x)`
  Floor function.
  `Apint`
  Aprational.`floor()`
  Floor function.
  `Apfloat`
  FixedPrecisionApfloatHelper.`floor(Apfloat x)`
  Floor function.
  `static Apfloat`
  ApfloatMath.`fmod(Apfloat x, Apfloat y)`
  Returns x modulo y.
  `Apfloat`
  FixedPrecisionApfloatHelper.`fmod(Apfloat x, Apfloat y)`
  Modulus.
  `Apfloat`
  Apfloat.`frac()`
  Returns the fractional part.
  `static Apfloat`
  ApfloatMath.`frac(Apfloat x)`
  Extracts fractional part.
  `Apint`
  Apint.`frac()`
  Returns the fractional part.
  `Aprational`
  Aprational.`frac()`
  Returns the fractional part.
  `Apfloat`
  FixedPrecisionApfloatHelper.`frac(Apfloat x)`
  Extract fractional part.
  `static Apcomplex`
  ApcomplexMath.`fresnelC(Apcomplex z)`
  Fresnel integral C.
  `static Apfloat`
  ApfloatMath.`fresnelC(Apfloat x)`
  Fresnel integral C.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`fresnelC(Apcomplex z)`
  Fresnel integral C.
  `Apfloat`
  FixedPrecisionApfloatHelper.`fresnelC(Apfloat x)`
  Fresnel integral C.
  `static Apcomplex`
  ApcomplexMath.`fresnelS(Apcomplex z)`
  Fresnel integral S.
  `static Apfloat`
  ApfloatMath.`fresnelS(Apfloat x)`
  Fresnel integral S.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`fresnelS(Apcomplex z)`
  Fresnel integral S.
  `Apfloat`
  FixedPrecisionApfloatHelper.`fresnelS(Apfloat x)`
  Fresnel integral S.
  `static Apcomplex`
  ApcomplexMath.`gamma(Apcomplex z)`
  Gamma function.
  `static Apcomplex`
  ApcomplexMath.`gamma(Apcomplex a, Apcomplex z)`
  Incomplete gamma function.
  `static Apcomplex`
  ApcomplexMath.`gamma(Apcomplex a, Apcomplex z0, Apcomplex z1)`
  Generalized incomplete gamma function.
  `static Apfloat`
  ApfloatMath.`gamma(Apfloat x)`
  Gamma function.
  `static Apfloat`
  ApfloatMath.`gamma(Apfloat a, Apfloat x)`
  Incomplete gamma function.
  `static Apfloat`
  ApfloatMath.`gamma(Apfloat a, Apfloat x0, Apfloat x1)`
  Generalized incomplete gamma function.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`gamma(Apcomplex z)`
  Gamma function.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`gamma(Apcomplex a, Apcomplex z)`
  Incomplete gamma function.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`gamma(Apcomplex a, Apcomplex z0, Apcomplex z1)`
  Generalized incomplete gamma function.
  `Apfloat`
  FixedPrecisionApfloatHelper.`gamma(Apfloat x)`
  Gamma function.
  `Apfloat`
  FixedPrecisionApfloatHelper.`gamma(Apfloat a, Apfloat x)`
  Incomplete gamma function.
  `Apfloat`
  FixedPrecisionApfloatHelper.`gamma(Apfloat a, Apfloat x0, Apfloat x1)`
  Generalized incomplete gamma function.
  `static Apint`
  ApintMath.`gcd(Apint a, Apint b)`
  Greatest common divisor.
  `static Apcomplex`
  ApcomplexMath.`gegenbauerC(Apcomplex ν, Apcomplex z)`
  Renormalized Gegenbauer function.
  `static Apcomplex`
  ApcomplexMath.`gegenbauerC(Apcomplex ν, Apcomplex λ, Apcomplex z)`
  Gegenbauer function.
  `static Apfloat`
  ApfloatMath.`gegenbauerC(Apfloat ν, Apfloat x)`
  Renormalized Gegenbauer function.
  `static Apfloat`
  ApfloatMath.`gegenbauerC(Apfloat ν, Apfloat λ, Apfloat x)`
  Gegenbauer function.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`gegenbauerC(Apcomplex ν, Apcomplex z)`
  Renormalized Gegenbauer function.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`gegenbauerC(Apcomplex ν, Apcomplex λ, Apcomplex z)`
  Gegenbauer function.
  `Apfloat`
  FixedPrecisionApfloatHelper.`gegenbauerC(Apfloat ν, Apfloat x)`
  Renormalized Gegenbauer function.
  `Apfloat`
  FixedPrecisionApfloatHelper.`gegenbauerC(Apfloat ν, Apfloat λ, Apfloat x)`
  Gegenbauer function.
  `protected ApfloatImpl`
  Apfloat.`getImpl(long precision)`
  Returns an `ApfloatImpl` representing the actual instance of this apfloat up to the requested precision.
  `protected ApfloatImpl`
  Apint.`getImpl(long precision)`
  Returns an `ApfloatImpl` representing this apint up to the requested precision.
  `protected ApfloatImpl`
  Aprational.`getImpl(long precision)`
  Returns an `ApfloatImpl` representing the approximation of this aprational up to the requested precision.
  `static Apfloat`
  ApfloatMath.`glaisher(long precision)`
  Calculates the Glaisher‐Kinkelin constant, A.
  `static Apfloat`
  ApfloatMath.`glaisher(long precision, int radix)`
  Calculates the Glaisher‐Kinkelin constant, A.
  `Apfloat`
  FixedPrecisionApcomplexHelper.`glaisher()`
  The Glaisher-Kinkelin constant A.
  `Apfloat`
  FixedPrecisionApcomplexHelper.`glaisher(int radix)`
  The Glaisher-Kinkelin constant A.
  `static Apcomplex`
  ApcomplexMath.`harmonicNumber(Apcomplex z)`
  Harmonic number.
  `static Apcomplex`
  ApcomplexMath.`harmonicNumber(Apcomplex z, Apcomplex r)`
  Generalized harmonic number.
  `static Apfloat`
  ApfloatMath.`harmonicNumber(Apfloat x)`
  Harmonic number.
  `static Apfloat`
  ApfloatMath.`harmonicNumber(Apfloat x, Apfloat r)`
  Generalized harmonic number.
  `static Aprational`
  AprationalMath.`harmonicNumber(Apint n)`
  Harmonic number.
  `static Aprational`
  AprationalMath.`harmonicNumber(Apint n, Apint r)`
  Generalized harmonic number.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`harmonicNumber(Apcomplex z)`
  Harmonic number.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`harmonicNumber(Apcomplex z, Apcomplex r)`
  Generalized harmonic number.
  `Apfloat`
  FixedPrecisionApfloatHelper.`harmonicNumber(Apfloat x)`
  Harmonic number.
  `Apfloat`
  FixedPrecisionApfloatHelper.`harmonicNumber(Apfloat x, Apfloat r)`
  Generalized harmonic number.
  `static Apcomplex`
  ApcomplexMath.`hermiteH(Apcomplex ν, Apcomplex z)`
  Hermite function.
  `static Apfloat`
  ApfloatMath.`hermiteH(Apfloat ν, Apfloat x)`
  Hermite function.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`hermiteH(Apcomplex ν, Apcomplex z)`
  Hermite function.
  `Apfloat`
  FixedPrecisionApfloatHelper.`hermiteH(Apfloat ν, Apfloat x)`
  Hermite function.
  `static Apcomplex`
  ApcomplexMath.`hypergeometric0F1(Apcomplex a, Apcomplex z)`
  Confluent hypergeometric function 0F1.
  `static Apfloat`
  ApfloatMath.`hypergeometric0F1(Apfloat a, Apfloat x)`
  Confluent hypergeometric function 0F1.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`hypergeometric0F1(Apcomplex a, Apcomplex z)`
  Confluent hypergeometric function 0F1.
  `Apfloat`
  FixedPrecisionApfloatHelper.`hypergeometric0F1(Apfloat a, Apfloat x)`
  Confluent hypergeometric function 0F1.
  `static Apcomplex`
  ApcomplexMath.`hypergeometric0F1Regularized(Apcomplex a, Apcomplex z)`
  Regularized confluent hypergeometric function 0F̃1.
  `static Apfloat`
  ApfloatMath.`hypergeometric0F1Regularized(Apfloat a, Apfloat x)`
  Regularized confluent hypergeometric function 0F̃1.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`hypergeometric0F1Regularized(Apcomplex a, Apcomplex z)`
  Regularized confluent hypergeometric function 0F̃1.
  `Apfloat`
  FixedPrecisionApfloatHelper.`hypergeometric0F1Regularized(Apfloat a, Apfloat x)`
  Regularized confluent hypergeometric function 0F̃1.
  `static Apcomplex`
  ApcomplexMath.`hypergeometric1F1(Apcomplex a, Apcomplex b, Apcomplex z)`
  Kummer confluent hypergeometric function 1F1.
  `static Apfloat`
  ApfloatMath.`hypergeometric1F1(Apfloat a, Apfloat b, Apfloat x)`
  Kummer confluent hypergeometric function 1F1.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`hypergeometric1F1(Apcomplex a, Apcomplex b, Apcomplex z)`
  Kummer confluent hypergeometric function 1F1.
  `Apfloat`
  FixedPrecisionApfloatHelper.`hypergeometric1F1(Apfloat a, Apfloat b, Apfloat x)`
  Kummer confluent hypergeometric function 1F1.
  `static Apcomplex`
  ApcomplexMath.`hypergeometric1F1Regularized(Apcomplex a, Apcomplex b, Apcomplex z)`
  Regularized Kummer confluent hypergeometric function 1F̃1.
  `static Apfloat`
  ApfloatMath.`hypergeometric1F1Regularized(Apfloat a, Apfloat b, Apfloat x)`
  Regularized Kummer confluent hypergeometric function 1F̃1.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`hypergeometric1F1Regularized(Apcomplex a, Apcomplex b, Apcomplex z)`
  Regularized Kummer confluent hypergeometric function 1F̃1.
  `Apfloat`
  FixedPrecisionApfloatHelper.`hypergeometric1F1Regularized(Apfloat a, Apfloat b, Apfloat x)`
  Regularized Kummer confluent hypergeometric function 1F̃1.
  `static Apcomplex`
  ApcomplexMath.`hypergeometric2F1(Apcomplex a, Apcomplex b, Apcomplex c, Apcomplex z)`
  Hypergeometric function 2F1.
  `static Apfloat`
  ApfloatMath.`hypergeometric2F1(Apfloat a, Apfloat b, Apfloat c, Apfloat x)`
  Hypergeometric function 2F1.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`hypergeometric2F1(Apcomplex a, Apcomplex b, Apcomplex c, Apcomplex z)`
  Hypergeometric function 2F1.
  `Apfloat`
  FixedPrecisionApfloatHelper.`hypergeometric2F1(Apfloat a, Apfloat b, Apfloat c, Apfloat x)`
  Hypergeometric function 2F1.
  `static Apcomplex`
  ApcomplexMath.`hypergeometric2F1Regularized(Apcomplex a, Apcomplex b, Apcomplex c, Apcomplex z)`
  Regularized hypergeometric function 2F̃1.
  `static Apfloat`
  ApfloatMath.`hypergeometric2F1Regularized(Apfloat a, Apfloat b, Apfloat c, Apfloat x)`
  Regularized hypergeometric function 2F̃1.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`hypergeometric2F1Regularized(Apcomplex a, Apcomplex b, Apcomplex c, Apcomplex z)`
  Regularized hypergeometric function 2F̃1.
  `Apfloat`
  FixedPrecisionApfloatHelper.`hypergeometric2F1Regularized(Apfloat a, Apfloat b, Apfloat c, Apfloat x)`
  Regularized hypergeometric function 2F̃1.
  `static Apcomplex`
  ApcomplexMath.`hypergeometricU(Apcomplex a, Apcomplex b, Apcomplex z)`
  Tricomi's confluent hypergeometric function U.
  `static Apfloat`
  ApfloatMath.`hypergeometricU(Apfloat a, Apfloat b, Apfloat x)`
  Tricomi's confluent hypergeometric function U.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`hypergeometricU(Apcomplex a, Apcomplex b, Apcomplex z)`
  Tricomi's confluent hypergeometric function U.
  `Apfloat`
  FixedPrecisionApfloatHelper.`hypergeometricU(Apfloat a, Apfloat b, Apfloat x)`
  Tricomi's confluent hypergeometric function U.
  `static Apfloat`
  ApfloatMath.`inverseErf(Apfloat x)`
  Inverse error function.
  `Apfloat`
  FixedPrecisionApfloatHelper.`inverseErf(Apfloat x)`
  Inverse error function.
  `static Apfloat`
  ApfloatMath.`inverseErfc(Apfloat x)`
  Inverse complementary error function.
  `Apfloat`
  FixedPrecisionApfloatHelper.`inverseErfc(Apfloat x)`
  Inverse complementary error function.
  `static Apcomplex`
  ApcomplexMath.`inverseRoot(Apcomplex z, long n)`
  Inverse positive integer root.
  `static Apcomplex`
  ApcomplexMath.`inverseRoot(Apcomplex z, long n, long k)`
  Inverse positive integer root.
  `static Apfloat`
  ApfloatMath.`inverseRoot(Apfloat x, long n)`
  Inverse positive integer root.
  `static Apfloat`
  ApfloatMath.`inverseRoot(Apfloat x, long n, long targetPrecision)`
  Inverse positive integer root.
  `static Apfloat`
  ApfloatMath.`inverseRoot(Apfloat x, long n, long targetPrecision, Apfloat initialGuess)`
  Inverse positive integer root.
  `static Apfloat`
  ApfloatMath.`inverseRoot(Apfloat x, long n, long targetPrecision, Apfloat initialGuess, long initialPrecision)`
  Inverse positive integer root.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`inverseRoot(Apcomplex z, long n)`
  Inverse root.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`inverseRoot(Apcomplex z, long n, long k)`
  Inverse root with branch.
  `Apfloat`
  FixedPrecisionApfloatHelper.`inverseRoot(Apfloat x, long n)`
  Inverse root.
  `boolean`
  Apcomplex.`isInteger()`
  Returns if this number has an integer value.
  `boolean`
  Apfloat.`isInteger()`
  Returns if this number has an integer value.
  `boolean`
  Apint.`isInteger()`
  Returns if this number has an integer value.
  `boolean`
  Aprational.`isInteger()`
  Returns if this number has an integer value.
  `boolean`
  Apfloat.`isShort()`
  Returns if this apfloat is "short".
  `boolean`
  Apint.`isShort()`
  Returns if this apint is "short".
  `boolean`
  Aprational.`isShort()`
  Returns if this aprational is "short".
  `boolean`
  Apcomplex.`isZero()`
  Returns if this number is zero.
  `static Apcomplex`
  ApcomplexMath.`jacobiP(Apcomplex ν, Apcomplex a, Apcomplex b, Apcomplex z)`
  Jacobi function.
  `static Apfloat`
  ApfloatMath.`jacobiP(Apfloat ν, Apfloat a, Apfloat b, Apfloat x)`
  Jacobi function.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`jacobiP(Apcomplex ν, Apcomplex a, Apcomplex b, Apcomplex z)`
  Jacobi function.
  `Apfloat`
  FixedPrecisionApfloatHelper.`jacobiP(Apfloat ν, Apfloat a, Apfloat b, Apfloat x)`
  Jacobi function.
  `static Apfloat`
  ApfloatMath.`khinchin(long precision)`
  Calculates Khinchin's constant, K.Uses the default radix.
  `static Apfloat`
  ApfloatMath.`khinchin(long precision, int radix)`
  Calculates Khinchin's constant, K.
  `Apfloat`
  FixedPrecisionApcomplexHelper.`khinchin()`
  Khinchin's constant K.
  `Apfloat`
  FixedPrecisionApcomplexHelper.`khinchin(int radix)`
  Khinchin's constant K.
  `static Apcomplex`
  ApcomplexMath.`laguerreL(Apcomplex ν, Apcomplex z)`
  Laguerre function.
  `static Apcomplex`
  ApcomplexMath.`laguerreL(Apcomplex ν, Apcomplex λ, Apcomplex z)`
  Generalized Laguerre function.
  `static Apfloat`
  ApfloatMath.`laguerreL(Apfloat ν, Apfloat x)`
  Laguerre function.
  `static Apfloat`
  ApfloatMath.`laguerreL(Apfloat ν, Apfloat λ, Apfloat x)`
  Generalized Laguerre function.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`laguerreL(Apcomplex ν, Apcomplex z)`
  Laguerre function.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`laguerreL(Apcomplex ν, Apcomplex λ, Apcomplex z)`
  Generalized Laguerre function.
  `Apfloat`
  FixedPrecisionApfloatHelper.`laguerreL(Apfloat ν, Apfloat x)`
  Laguerre function.
  `Apfloat`
  FixedPrecisionApfloatHelper.`laguerreL(Apfloat ν, Apfloat λ, Apfloat x)`
  Generalized Laguerre function.
  `static Apint`
  ApintMath.`lcm(Apint a, Apint b)`
  Least common multiple.
  `static Apcomplex`
  ApcomplexMath.`legendreP(Apcomplex ν, Apcomplex z)`
  Legendre function.
  `static Apcomplex`
  ApcomplexMath.`legendreP(Apcomplex ν, Apcomplex μ, Apcomplex z)`
  Associated Legendre function of the first kind.
  `static Apfloat`
  ApfloatMath.`legendreP(Apfloat ν, Apfloat x)`
  Legendre function.
  `static Apfloat`
  ApfloatMath.`legendreP(Apfloat ν, Apfloat μ, Apfloat x)`
  Associated Legendre function of the first kind.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`legendreP(Apcomplex ν, Apcomplex z)`
  Legendre function.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`legendreP(Apcomplex ν, Apcomplex μ, Apcomplex z)`
  Associated Legendre function of the first kind.
  `Apfloat`
  FixedPrecisionApfloatHelper.`legendreP(Apfloat ν, Apfloat x)`
  Legendre function.
  `Apfloat`
  FixedPrecisionApfloatHelper.`legendreP(Apfloat ν, Apfloat μ, Apfloat x)`
  Associated Legendre function of the first kind.
  `static Apcomplex`
  ApcomplexMath.`legendreQ(Apcomplex ν, Apcomplex z)`
  Legendre function of the second kind.
  `static Apcomplex`
  ApcomplexMath.`legendreQ(Apcomplex ν, Apcomplex μ, Apcomplex z)`
  Associated Legendre function of the second kind.
  `static Apfloat`
  ApfloatMath.`legendreQ(Apfloat ν, Apfloat x)`
  Legendre function of the second kind.
  `static Apfloat`
  ApfloatMath.`legendreQ(Apfloat ν, Apfloat μ, Apfloat x)`
  Associated Legendre function of the second kind.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`legendreQ(Apcomplex ν, Apcomplex z)`
  Legendre function of the second kind.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`legendreQ(Apcomplex ν, Apcomplex μ, Apcomplex z)`
  Associated Legendre function of the second kind.
  `Apfloat`
  FixedPrecisionApfloatHelper.`legendreQ(Apfloat ν, Apfloat x)`
  Legendre function of the second kind.
  `Apfloat`
  FixedPrecisionApfloatHelper.`legendreQ(Apfloat ν, Apfloat μ, Apfloat x)`
  Associated Legendre function of the second kind.
  `static Properties`
  ApfloatContext.`loadProperties()`
  Loads properties from a properties file or resource bundle.
  `static Apcomplex`
  ApcomplexMath.`log(Apcomplex z)`
  Natural logarithm.
  `static Apcomplex`
  ApcomplexMath.`log(Apcomplex z, Apcomplex w)`
  Logarithm in arbitrary base.
  `static Apfloat`
  ApfloatMath.`log(Apfloat x)`
  Natural logarithm.
  `static Apfloat`
  ApfloatMath.`log(Apfloat x, Apfloat b)`
  Logarithm in arbitrary base.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`log(Apcomplex z)`
  Natural logarithm.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`log(Apcomplex z, Apcomplex w)`
  Logarithm in specified base.
  `Apfloat`
  FixedPrecisionApfloatHelper.`log(Apfloat x)`
  Natural logarithm.
  `Apfloat`
  FixedPrecisionApfloatHelper.`log(Apfloat x, Apfloat b)`
  Logarithm in specified base.
  `static Apcomplex`
  ApcomplexMath.`logGamma(Apcomplex z)`
  Logarithm of the gamma function.
  `static Apfloat`
  ApfloatMath.`logGamma(Apfloat x)`
  Logarithm of the gamma function.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`logGamma(Apcomplex z)`
  Logarithm of the gamma function.
  `Apfloat`
  FixedPrecisionApfloatHelper.`logGamma(Apfloat x)`
  Logarithm of the gamma function.
  `static Apcomplex`
  ApcomplexMath.`logIntegral(Apcomplex z)`
  Logarithmic integral.
  `static Apfloat`
  ApfloatMath.`logIntegral(Apfloat x)`
  Logarithmic integral.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`logIntegral(Apcomplex z)`
  Logarithmic integral.
  `Apfloat`
  FixedPrecisionApfloatHelper.`logIntegral(Apfloat x)`
  Logarithmic integral.
  `static Apcomplex`
  ApcomplexMath.`logisticSigmoid(Apcomplex z)`
  Logistic sigmoid.
  `static Apfloat`
  ApfloatMath.`logisticSigmoid(Apfloat x)`
  Logistic sigmoid.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`logisticSigmoid(Apcomplex z)`
  Logistic sigmoid.
  `Apfloat`
  FixedPrecisionApfloatHelper.`logisticSigmoid(Apfloat x)`
  Logistic sigmoid.
  `static Apfloat`
  ApfloatMath.`logRadix(long precision, int radix)`
  Gets or calculates logarithm of a radix to required precision.
  `Apfloat`
  FixedPrecisionApfloatHelper.`logRadix(int radix)`
  Logarithm.
  `static Aprational`
  AprationalMath.`max(Aprational x, Aprational y)`
  Returns the greater of the two values.
  `Apfloat`
  FixedPrecisionApfloatHelper.`max(Apfloat x, Apfloat y)`
  Maximum value.
  `static Aprational`
  AprationalMath.`min(Aprational x, Aprational y)`
  Returns the smaller of the two values.
  `Apfloat`
  FixedPrecisionApfloatHelper.`min(Apfloat x, Apfloat y)`
  Minimum value.
  `Apfloat`
  Apfloat.`mod(Apfloat x)`
  Calculates the remainder when divided by an apfloat.
  `Apint`
  Apint.`mod(Apint x)`
  Calculates the remainder when divided by an apint.
  `Aprational`
  Aprational.`mod(Aprational x)`
  Calculates the remainder when divided by an aprational.
  `Apfloat`
  FixedPrecisionApfloatHelper.`mod(Apfloat x, Apfloat y)`
  Modulus.
  `static Apfloat[]`
  ApfloatMath.`modf(Apfloat x)`
  Split to integer and fractional parts.
  `Apfloat[]`
  FixedPrecisionApfloatHelper.`modf(Apfloat x)`
  Split to integer and fractional parts.
  `static Apint`
  ApintMath.`modMultiply(Apint a, Apint b, Apint m)`
  Modular multiplication.
  `static Apint`
  ApintMath.`modPow(Apint a, Apint b, Apint m)`
  Modular power.
  `Apcomplex`
  Apcomplex.`multiply(Apcomplex z)`
  Multiplies two apcomplex numbers.
  `Apfloat`
  Apfloat.`multiply(Apfloat x)`
  Multiplies two apfloats.
  `Apint`
  Apint.`multiply(Apint x)`
  Multiplies two apints.
  `Aprational`
  Aprational.`multiply(Aprational x)`
  Multiplies two aprational numbers.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`multiply(Apcomplex z, Apcomplex w)`
  Multiplication.
  `Apfloat`
  FixedPrecisionApfloatHelper.`multiply(Apfloat x, Apfloat y)`
  Multiplication.
  `static Apfloat`
  ApfloatMath.`multiplyAdd(Apfloat a, Apfloat b, Apfloat c, Apfloat d)`
  Fused multiply-add.
  `Apfloat`
  FixedPrecisionApfloatHelper.`multiplyAdd(Apfloat a, Apfloat b, Apfloat c, Apfloat d)`
  Fused multiply-add.
  `static Apfloat`
  ApfloatMath.`multiplySubtract(Apfloat a, Apfloat b, Apfloat c, Apfloat d)`
  Fused multiply-subtract.
  `Apfloat`
  FixedPrecisionApfloatHelper.`multiplySubtract(Apfloat a, Apfloat b, Apfloat c, Apfloat d)`
  Fused multiply-subtract.
  `Apcomplex`
  Apcomplex.`negate()`
  Negative value.
  `static Apcomplex`
  ApcomplexMath.`negate(Apcomplex z)`
  Deprecated.
  Use `Apcomplex.negate()`.
  `Apfloat`
  Apfloat.`negate()`
  Negative value.
  `static Apfloat`
  ApfloatMath.`negate(Apfloat x)`
  Deprecated.
  Use `Apfloat.negate()`.
  `Apint`
  Apint.`negate()`
  Negative value.
  `static Apint`
  ApintMath.`negate(Apint x)`
  Deprecated.
  Use `Apint.negate()`.
  `Aprational`
  Aprational.`negate()`
  Negative value.
  `static Aprational`
  AprationalMath.`negate(Aprational x)`
  Deprecated.
  Use `Aprational.negate()`.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`negate(Apcomplex z)`
  Negation.
  `Apfloat`
  FixedPrecisionApfloatHelper.`negate(Apfloat x)`
  Negation.
  `Apfloat`
  FixedPrecisionApfloatHelper.`nextAfter(Apfloat x, Apfloat y)`
  The number adjacent to the first argument in the direction of the second argument.
  `Apfloat`
  FixedPrecisionApfloatHelper.`nextDown(Apfloat x)`
  The adjacent value closer to negative infinity.
  `Apfloat`
  FixedPrecisionApfloatHelper.`nextUp(Apfloat x)`
  The adjacent value closer to positive infinity.
  `static Apfloat`
  ApcomplexMath.`norm(Apcomplex z)`
  Norm.
  `Apfloat`
  FixedPrecisionApcomplexHelper.`norm(Apcomplex z)`
  Norm.
  `static Apfloat`
  ApfloatMath.`pi(long precision)`
  Calculates π.
  `static Apfloat`
  ApfloatMath.`pi(long precision, int radix)`
  Calculates π.
  `Apfloat`
  FixedPrecisionApfloatHelper.`pi()`
  π.
  `Apfloat`
  FixedPrecisionApfloatHelper.`pi(int radix)`
  π.
  `static Apcomplex`
  ApcomplexMath.`pochhammer(Apcomplex z, Apcomplex n)`
  Pochhammer symbol.
  `static Apfloat`
  ApfloatMath.`pochhammer(Apfloat x, Apfloat n)`
  Pochhammer symbol.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`pochhammer(Apcomplex z, Apcomplex n)`
  Pochhammer symbol.
  `Apfloat`
  FixedPrecisionApfloatHelper.`pochhammer(Apfloat x, Apfloat n)`
  Pochhammer symbol.
  `static Apcomplex`
  ApcomplexMath.`polygamma(long n, Apcomplex z)`
  Polygamma function.
  `static Apfloat`
  ApfloatMath.`polygamma(long n, Apfloat x)`
  Polygamma function.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`polygamma(long n, Apcomplex z)`
  Polygamma function.
  `Apfloat`
  FixedPrecisionApfloatHelper.`polygamma(long n, Apfloat x)`
  Polygamma function.
  `static Apcomplex`
  ApcomplexMath.`polylog(Apcomplex ν, Apcomplex z)`
  Polylogarithm.
  `static Apfloat`
  ApfloatMath.`polylog(Apfloat ν, Apfloat x)`
  Polylogarithm.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`polylog(Apcomplex ν, Apcomplex z)`
  Polylogarithm.
  `Apfloat`
  FixedPrecisionApfloatHelper.`polylog(Apfloat ν, Apfloat x)`
  Polylogarithm.
  `static Apcomplex`
  ApcomplexMath.`pow(Apcomplex z, long n)`
  Integer power.
  `static Apcomplex`
  ApcomplexMath.`pow(Apcomplex z, Apcomplex w)`
  Arbitrary power.
  `static Apfloat`
  ApfloatMath.`pow(Apfloat x, long n)`
  Integer power.
  `static Apfloat`
  ApfloatMath.`pow(Apfloat x, Apfloat y)`
  Arbitrary power.
  `static Apint`
  ApintMath.`pow(Apint x, long n)`
  Integer power.
  `static Aprational`
  AprationalMath.`pow(Aprational x, long n)`
  Integer power.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`pow(Apcomplex z, long n)`
  Integer power.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`pow(Apcomplex z, Apcomplex w)`
  Power.
  `Apfloat`
  FixedPrecisionApfloatHelper.`pow(Apfloat x, long n)`
  Integer power.
  `Apfloat`
  FixedPrecisionApfloatHelper.`pow(Apfloat x, Apfloat y)`
  Power.
  `long`
  Apcomplex.`precision()`
  Returns the precision of this apcomplex.
  `Apcomplex`
  Apcomplex.`precision(long precision)`
  Returns an apcomplex with the same value as this apcomplex accurate to the specified precision.
  `long`
  Apfloat.`precision()`
  Returns the precision of this apfloat.
  `Apfloat`
  Apfloat.`precision(long precision)`
  Returns an apfloat with the same value as this apfloat accurate to the specified precision.
  `long`
  Aprational.`precision()`
  Returns the precision of this aprational.
  `static Apcomplex`
  ApcomplexMath.`product(Apcomplex... z)`
  Product of numbers.
  `static Apfloat`
  ApfloatMath.`product(Apfloat... x)`
  Product of numbers.
  `static Apint`
  ApintMath.`product(Apint... x)`
  Product of numbers.
  `static Aprational`
  AprationalMath.`product(Aprational... x)`
  Product of numbers.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`product(Apcomplex... z)`
  Product.
  `Apfloat`
  FixedPrecisionApfloatHelper.`product(Apfloat... x)`
  Product.
  `Apfloat`
  FixedPrecisionApfloatHelper.`random()`
  Return a uniformly distributed random number `0 ≤ x < 1`.
  `Apfloat`
  FixedPrecisionApfloatHelper.`random(int radix)`
  Return a uniformly distributed random number `0 ≤ x < 1`.
  `Apfloat`
  FixedPrecisionApfloatHelper.`randomGaussian()`
  Return a normally distributed random number with mean 0 and standard deviation 1.
  `Apfloat`
  FixedPrecisionApfloatHelper.`randomGaussian(int radix)`
  Return a normally distributed random number with mean 0 and standard deviation 1.
  `static Apcomplex`
  ApcomplexMath.`root(Apcomplex z, long n)`
  Positive integer root.
  `static Apcomplex`
  ApcomplexMath.`root(Apcomplex z, long n, long k)`
  Positive integer root.
  `static Apfloat`
  ApfloatMath.`root(Apfloat x, long n)`
  Positive integer root.
  `static Apint[]`
  ApintMath.`root(Apint x, long n)`
  Positive integer root and remainder.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`root(Apcomplex z, long n)`
  Root.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`root(Apcomplex z, long n, long k)`
  Root with branch.
  `Apfloat`
  FixedPrecisionApfloatHelper.`root(Apfloat x, long n)`
  Root.
  `static Apfloat`
  ApfloatMath.`round(Apfloat x, long precision, RoundingMode roundingMode)`
  Deprecated.
  Use `ApfloatMath.roundToPrecision(Apfloat,long,RoundingMode)`.
  `static Apfloat`
  AprationalMath.`round(Aprational x, long precision, RoundingMode roundingMode)`
  Deprecated.
  Use `AprationalMath.roundToPrecision(Aprational,long,RoundingMode)`.
  `Apfloat`
  FixedPrecisionApfloatHelper.`round(Apfloat x, RoundingMode roundingMode)`
  Deprecated.
  Use `FixedPrecisionApfloatHelper.roundToPrecision(Apfloat,RoundingMode)`.
  `static Apint`
  ApfloatMath.`roundToInteger(Apfloat x, RoundingMode roundingMode)`
  Rounds `x` to integer using the specified rounding mode.
  `static Apint`
  AprationalMath.`roundToInteger(Aprational x, RoundingMode roundingMode)`
  Rounds `x` to integer using the specified rounding mode.
  `Apfloat`
  FixedPrecisionApfloatHelper.`roundToInteger(Apfloat x, RoundingMode roundingMode)`
  Round to integer with specified rounding mode.
  `static Apfloat`
  ApfloatMath.`roundToMultiple(Apfloat x, Apfloat y, RoundingMode roundingMode)`
  Rounds `x` to the nearest multiple of `y` using the specified rounding mode.
  `static Aprational`
  AprationalMath.`roundToMultiple(Aprational x, Aprational y, RoundingMode roundingMode)`
  Rounds `x` to the nearest multiple of `y` using the specified rounding mode.
  `Apfloat`
  FixedPrecisionApfloatHelper.`roundToMultiple(Apfloat x, Apfloat y, RoundingMode roundingMode)`
  Round to multiple with specified rounding mode.
  `static Apfloat`
  ApfloatMath.`roundToPlaces(Apfloat x, long places, RoundingMode roundingMode)`
  Rounds `x` to the specified number of places using the specified rounding mode.
  `static Apfloat`
  AprationalMath.`roundToPlaces(Aprational x, long places, RoundingMode roundingMode)`
  Rounds `x` to the specified number of places using the specified rounding mode.
  `Apfloat`
  FixedPrecisionApfloatHelper.`roundToPlaces(Apfloat x, long places, RoundingMode roundingMode)`
  Round to specified number of places with specified rounding mode.
  `static Apfloat`
  ApfloatMath.`roundToPrecision(Apfloat x, long precision, RoundingMode roundingMode)`
  Rounds the given number to the specified precision with the specified rounding mode.
  `static Apfloat`
  AprationalMath.`roundToPrecision(Aprational x, long precision, RoundingMode roundingMode)`
  Rounds the given number to the specified precision with the specified rounding mode.
  `Apfloat`
  FixedPrecisionApfloatHelper.`roundToPrecision(Apfloat x, RoundingMode roundingMode)`
  Round to precision with specified rounding mode.
  `long`
  Apcomplex.`scale()`
  Returns the scale of this apcomplex.
  `static Apcomplex`
  ApcomplexMath.`scale(Apcomplex z, long scale)`
  Multiply by a power of the radix.
  `long`
  Apfloat.`scale()`
  Returns the scale of this apfloat.
  `static Apfloat`
  ApfloatMath.`scale(Apfloat x, long scale)`
  Multiply by a power of the radix.
  `long`
  Apint.`scale()`
  Returns the scale of this apint.
  `static Apint`
  ApintMath.`scale(Apint x, long scale)`
  Multiply by a power of the radix.
  `long`
  Aprational.`scale()`
  Returns the scale of this aprational.
  `static Aprational`
  AprationalMath.`scale(Aprational x, long scale)`
  Multiply by a power of the radix.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`scale(Apcomplex z, long scale)`
  Move the radix point.
  `Apfloat`
  FixedPrecisionApfloatHelper.`scale(Apfloat x, long scale)`
  Move the radix point.
  `static Apcomplex`
  ApcomplexMath.`sin(Apcomplex z)`
  Sine.
  `static Apfloat`
  ApfloatMath.`sin(Apfloat x)`
  Sine.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`sin(Apcomplex z)`
  Sine.
  `Apfloat`
  FixedPrecisionApfloatHelper.`sin(Apfloat x)`
  Sine.
  `static Apcomplex`
  ApcomplexMath.`sinc(Apcomplex z)`
  Sinc.
  `static Apfloat`
  ApfloatMath.`sinc(Apfloat x)`
  Sinc.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`sinc(Apcomplex z)`
  Sinc.
  `Apfloat`
  FixedPrecisionApfloatHelper.`sinc(Apfloat x)`
  Sinc.
  `static Apcomplex`
  ApcomplexMath.`sinh(Apcomplex z)`
  Hyperbolic sine.
  `static Apfloat`
  ApfloatMath.`sinh(Apfloat x)`
  Hyperbolic sine.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`sinh(Apcomplex z)`
  Hyperbolic sine.
  `Apfloat`
  FixedPrecisionApfloatHelper.`sinh(Apfloat x)`
  Hyperbolic sine.
  `static Apcomplex`
  ApcomplexMath.`sinhIntegral(Apcomplex z)`
  Hyperbolic sine integral.
  `static Apfloat`
  ApfloatMath.`sinhIntegral(Apfloat x)`
  Hyperbolic sine integral.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`sinhIntegral(Apcomplex z)`
  Hyperbolic sine integral.
  `Apfloat`
  FixedPrecisionApfloatHelper.`sinhIntegral(Apfloat x)`
  Hyperbolic sine integral.
  `static Apcomplex`
  ApcomplexMath.`sinIntegral(Apcomplex z)`
  Sine integral.
  `static Apfloat`
  ApfloatMath.`sinIntegral(Apfloat x)`
  Sine integral.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`sinIntegral(Apcomplex z)`
  Sine integral.
  `Apfloat`
  FixedPrecisionApfloatHelper.`sinIntegral(Apfloat x)`
  Sine integral.
  `long`
  Apcomplex.`size()`
  Returns the size of this apcomplex.
  `long`
  Apfloat.`size()`
  Returns the size of this apfloat.
  `long`
  Apint.`size()`
  Returns the size of this apint.
  `long`
  Aprational.`size()`
  Returns the size of this aprational.
  `static Apcomplex`
  ApcomplexMath.`sphericalHarmonicY(Apcomplex λ, Apcomplex μ, Apcomplex ϑ, Apcomplex ϕ)`
  Spherical harmonic function.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`sphericalHarmonicY(Apcomplex λ, Apcomplex μ, Apcomplex ϑ, Apcomplex ϕ)`
  Spherical harmonic function.
  `static Apcomplex`
  ApcomplexMath.`sqrt(Apcomplex z)`
  Square root.
  `static Apfloat`
  ApfloatMath.`sqrt(Apfloat x)`
  Square root.
  `static Apint[]`
  ApintMath.`sqrt(Apint x)`
  Square root and remainder.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`sqrt(Apcomplex z)`
  Square root.
  `Apfloat`
  FixedPrecisionApfloatHelper.`sqrt(Apfloat x)`
  Square root.
  `static Apcomplex`
  ApcomplexMath.`struveH(Apcomplex ν, Apcomplex z)`
  Struve function 𝐇.
  `static Apfloat`
  ApfloatMath.`struveH(Apfloat ν, Apfloat x)`
  Struve function 𝐇.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`struveH(Apcomplex ν, Apcomplex z)`
  Struve function 𝐇.
  `Apfloat`
  FixedPrecisionApfloatHelper.`struveH(Apfloat ν, Apfloat x)`
  Struve function 𝐇.
  `static Apcomplex`
  ApcomplexMath.`struveL(Apcomplex ν, Apcomplex z)`
  Modified Struve function 𝐋.
  `static Apfloat`
  ApfloatMath.`struveL(Apfloat ν, Apfloat x)`
  Modified Struve function 𝐋.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`struveL(Apcomplex ν, Apcomplex z)`
  Modified Struve function 𝐋.
  `Apfloat`
  FixedPrecisionApfloatHelper.`struveL(Apfloat ν, Apfloat x)`
  Modified Struve function 𝐋.
  `Apcomplex`
  Apcomplex.`subtract(Apcomplex z)`
  Subtracts two apcomplex numbers.
  `Apfloat`
  Apfloat.`subtract(Apfloat x)`
  Subtracts two apfloats.
  `Apint`
  Apint.`subtract(Apint x)`
  Subtracts two apints.
  `Aprational`
  Aprational.`subtract(Aprational x)`
  Subtracts two aprational numbers.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`subtract(Apcomplex z, Apcomplex w)`
  Subtraction.
  `Apfloat`
  FixedPrecisionApfloatHelper.`subtract(Apfloat x, Apfloat y)`
  Subtraction.
  `static Apcomplex`
  ApcomplexMath.`sum(Apcomplex... z)`
  Sum of numbers.
  `static Apfloat`
  ApfloatMath.`sum(Apfloat... x)`
  Sum of numbers.
  `static Apint`
  ApintMath.`sum(Apint... x)`
  Sum of numbers.
  `static Aprational`
  AprationalMath.`sum(Aprational... x)`
  Sum of numbers.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`sum(Apcomplex... z)`
  Sum.
  `Apfloat`
  FixedPrecisionApfloatHelper.`sum(Apfloat... x)`
  Sum.
  `static Apcomplex`
  ApcomplexMath.`tan(Apcomplex z)`
  Tangent.
  `static Apfloat`
  ApfloatMath.`tan(Apfloat x)`
  Tangent.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`tan(Apcomplex z)`
  Tangent.
  `Apfloat`
  FixedPrecisionApfloatHelper.`tan(Apfloat x)`
  Tangent.
  `static Apcomplex`
  ApcomplexMath.`tanh(Apcomplex z)`
  Hyperbolic tangent.
  `static Apfloat`
  ApfloatMath.`tanh(Apfloat x)`
  Hyperbolic tangent.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`tanh(Apcomplex z)`
  Hyperbolic tangent.
  `Apfloat`
  FixedPrecisionApfloatHelper.`tanh(Apfloat x)`
  Hyperbolic tangent.
  `boolean`
  Apcomplex.`test(Apcomplex z)`
  Tests two apcomplex numbers for equality.
  `boolean`
  Apfloat.`test(Apfloat x)`
  Tests two apfloat numbers for equality.
  `boolean`
  Aprational.`test(Apfloat x)`
  `static Apfloat`
  ApfloatMath.`toDegrees(Apfloat x)`
  Converts an angle measured in radians to degrees.
  `Apfloat`
  FixedPrecisionApfloatHelper.`toDegrees(Apfloat x)`
  Convert radians to degrees.
  `static Apfloat`
  ApfloatMath.`toRadians(Apfloat x)`
  Converts an angle measured in degrees to radians.
  `Apfloat`
  FixedPrecisionApfloatHelper.`toRadians(Apfloat x)`
  Convert degrees to radians.
  `Apcomplex`
  Apcomplex.`toRadix(int radix)`
  Convert this apcomplex to the specified radix.
  `Apfloat`
  Apfloat.`toRadix(int radix)`
  Convert this apfloat to the specified radix.
  `Apint`
  Apint.`toRadix(int radix)`
  Convert this apint to the specified radix.
  `Aprational`
  Aprational.`toRadix(int radix)`
  Convert this aprational to the specified radix.
  `String`
  Apcomplex.`toString(boolean pretty)`
  Returns a string representation of this apcomplex.
  `String`
  Apfloat.`toString(boolean pretty)`
  Returns a string representation of this apfloat.
  `String`
  Apint.`toString(boolean pretty)`
  Returns a string representation of this aprational.
  `String`
  Aprational.`toString(boolean pretty)`
  Returns a string representation of this aprational.
  `Apint`
  Apfloat.`truncate()`
  Truncates fractional part.
  `static Apint`
  ApfloatMath.`truncate(Apfloat x)`
  Truncates fractional part.
  `Apint`
  Aprational.`truncate()`
  Truncates fractional part.
  `Apfloat`
  FixedPrecisionApfloatHelper.`truncate(Apfloat x)`
  Truncate fractional part.
  `Apfloat`
  FixedPrecisionApcomplexHelper.`ulp(Apcomplex z)`
  Unit in the last place.
  `Apfloat`
  FixedPrecisionApfloatHelper.`ulp(Apfloat x)`
  Unit in the last place.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`valueOf(Apcomplex z)`
  Returns the value with the specified precision.
  `static Apcomplex`
  ApcomplexMath.`w(Apcomplex z)`
  Lambert W function.
  `static Apcomplex`
  ApcomplexMath.`w(Apcomplex z, long k)`
  Lambert W function for the specified branch.
  `static Apfloat`
  ApfloatMath.`w(Apfloat x)`
  Lambert W function.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`w(Apcomplex z)`
  Lambert W function.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`w(Apcomplex z, long k)`
  Lambert W function for the specified branch.
  `Apfloat`
  FixedPrecisionApfloatHelper.`w(Apfloat x)`
  Lambert W function.
  `static Apcomplex`
  ApcomplexMath.`weberE(Apcomplex ν, Apcomplex z)`
  Weber function 𝐄.
  `static Apfloat`
  ApfloatMath.`weberE(Apfloat ν, Apfloat x)`
  Weber function 𝐄.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`weberE(Apcomplex ν, Apcomplex z)`
  Weber function 𝐄.
  `Apfloat`
  FixedPrecisionApfloatHelper.`weberE(Apfloat ν, Apfloat x)`
  Weber function 𝐄.
  `void`
  Apcomplex.`writeTo(Writer out)`
  Write a string representation of this apcomplex to a `Writer`.
  `void`
  Apcomplex.`writeTo(Writer out, boolean pretty)`
  Write a string representation of this apcomplex to a `Writer`.
  `void`
  Apfloat.`writeTo(Writer out, boolean pretty)`
  Write a string representation of this apfloat to a `Writer`.
  `void`
  Apint.`writeTo(Writer out, boolean pretty)`
  Write a string representation of this aprational to a `Writer`.
  `void`
  Aprational.`writeTo(Writer out)`
  Write a string representation of this aprational to a `Writer`.
  `void`
  Aprational.`writeTo(Writer out, boolean pretty)`
  Write a string representation of this aprational to a `Writer`.
  `static Apcomplex`
  ApcomplexMath.`zeta(Apcomplex s)`
  Riemann zeta function.
  `static Apcomplex`
  ApcomplexMath.`zeta(Apcomplex s, Apcomplex a)`
  Hurwitz zeta function.
  `static Apfloat`
  ApfloatMath.`zeta(Apfloat s)`
  Riemann zeta function.
  `static Apfloat`
  ApfloatMath.`zeta(Apfloat s, Apfloat a)`
  Hurwitz zeta function.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`zeta(Apcomplex s)`
  Riemann zeta function.
  `Apcomplex`
  FixedPrecisionApcomplexHelper.`zeta(Apcomplex s, Apcomplex a)`
  Hurwitz zeta function.
  `Apfloat`
  FixedPrecisionApfloatHelper.`zeta(Apfloat s)`
  Riemann zeta function.
  `Apfloat`
  FixedPrecisionApfloatHelper.`zeta(Apfloat s, Apfloat a)`
  Hurwitz zeta function.
  Constructors in org.apfloat that throw ApfloatRuntimeException
  Modifier
  Constructor
  Description
  ``
  `Apcomplex(PushbackReader in)`
  Reads an apcomplex from a reader.
  ``
  `Apcomplex(String value)`
  Constructs an apcomplex from a string.
  ``
  `Apfloat(double value)`
  Constructs an apfloat from the specified `double`.
  ``
  `Apfloat(double value, long precision)`
  Constructs an apfloat from the specified `double` and precision.
  ``
  `Apfloat(double value, long precision, int radix)`
  Constructs an apfloat from the specified `double`, precision and radix.
  ``
  `Apfloat(float value)`
  Constructs an apfloat from the specified `float`.
  ``
  `Apfloat(float value, long precision)`
  Constructs an apfloat from the specified `float` and precision.
  ``
  `Apfloat(float value, long precision, int radix)`
  Constructs an apfloat from the specified `float`, precision and radix.
  ``
  `Apfloat(long value)`
  Constructs an apfloat from the specified `long`.
  ``
  `Apfloat(long value, long precision)`
  Constructs an apfloat from the specified `long` and precision.
  ``
  `Apfloat(long value, long precision, int radix)`
  Constructs an apfloat from the specified `long`, precision and radix.
  ``
  `Apfloat(PushbackReader in)`
  Reads an apfloat from a stream using default precision and radix.
  ``
  `Apfloat(PushbackReader in, long precision)`
  Reads an apfloat from a stream using the specified precision.
  ``
  `Apfloat(PushbackReader in, long precision, int radix)`
  Reads an apfloat from a stream using the specified precision and radix.
  ``
  `Apfloat(String value)`
  Constructs an apfloat from the specified string.
  ``
  `Apfloat(String value, long precision)`
  Constructs an apfloat from the specified string and precision.
  ``
  `Apfloat(String value, long precision, int radix)`
  Constructs an apfloat from the specified string, precision and radix.
  ``
  `Apfloat(BigDecimal value)`
  Creates an apfloat from a `BigDecimal`.
  ``
  `Apfloat(BigDecimal value, long precision)`
  Creates an apfloat from a `BigDecimal`.
  ``
  `Apfloat(BigInteger value)`
  Constructs an apfloat from a `BigInteger`.
  ``
  `Apfloat(BigInteger value, long precision)`
  Constructs an apfloat from a `BigInteger` with the specified precision.
  ``
  `Apfloat(BigInteger value, long precision, int radix)`
  Constructs an apfloat from a `BigInteger` with the specified precision and radix.
  ``
  `Apint(long value)`
  Constructs an apfloat from the specified `long`.
  ``
  `Apint(long value, int radix)`
  Constructs an apfloat from the specified `long` and radix.
  ``
  `Apint(PushbackReader in)`
  Reads an apint from a stream using the default radix.
  ``
  `Apint(PushbackReader in, int radix)`
  Reads an apint from a stream using the specified radix.
  ``
  `Apint(String value)`
  Constructs an apfloat from the specified string.
  ``
  `Apint(String value, int radix)`
  Constructs an apfloat from the specified string and radix.
  ``
  `Apint(BigInteger value)`
  Constructs an apint from a `BigInteger`.
  ``
  `Apint(BigInteger value, int radix)`
  Constructs an apint from a `BigInteger` using the specified radix.
  ``
  `Aprational(double value)`
  Constructs an aprational from a `double`.
  ``
  `Aprational(double value, int radix)`
  Constructs an aprational from a `double` using the specified radix.
  ``
  `Aprational(PushbackReader in)`
  Reads an aprational from a reader.
  ``
  `Aprational(PushbackReader in, int radix)`
  Reads an aprational from a reader.
  ``
  `Aprational(String value)`
  Constructs an aprational from a string.
  ``
  `Aprational(String value, int radix)`
  Constructs an aprational from a string with the specified radix.
  ``
  `Aprational(BigInteger value)`
  Constructs an aprational from a `BigInteger`.
  ``
  `Aprational(BigInteger value, int radix)`
  Constructs an aprational from a `BigInteger` using the specified radix.
  ``
  `Aprational(Apint value)`
  Construct an integer aprational whose denominator is one.
  ``
  `Aprational(Apint numerator, Apint denominator)`
  Construct an aprational with the specified numerator and denominator.

- ## Uses of ApfloatRuntimeException in org.apfloat.aparapi

  Methods in org.apfloat.aparapi that throw ApfloatRuntimeException
  Modifier and Type
  Method
  Description
  `void`
  DecorableFactor3NTTStrategy.`inverseTransform(DataStorage dataStorage, int modulus, long totalTransformLength)`
  `void`
  IntAparapiNTTStepStrategy.`multiplyElements(ArrayAccess arrayAccess, int startRow, int startColumn, int rows, int columns, long length, long totalTransformLength, boolean isInverse, int modulus)`
  `void`
  LongAparapiNTTStepStrategy.`multiplyElements(ArrayAccess arrayAccess, int startRow, int startColumn, int rows, int columns, long length, long totalTransformLength, boolean isInverse, int modulus)`
  `void`
  IntAparapiMatrixStrategy.`permuteToDoubleWidth(ArrayAccess arrayAccess, int n1, int n2)`
  `void`
  LongAparapiMatrixStrategy.`permuteToDoubleWidth(ArrayAccess arrayAccess, int n1, int n2)`
  `void`
  IntAparapiMatrixStrategy.`permuteToHalfWidth(ArrayAccess arrayAccess, int n1, int n2)`
  `void`
  LongAparapiMatrixStrategy.`permuteToHalfWidth(ArrayAccess arrayAccess, int n1, int n2)`
  `void`
  DecorableFactor3NTTStrategy.`transform(DataStorage dataStorage, int modulus)`
  `void`
  IntAparapiFactor3NTTStepStrategy.`transformColumns(DataStorage dataStorage0, DataStorage dataStorage1, DataStorage dataStorage2, long startColumn, long columns, long power2length, long length, boolean isInverse, int modulus)`
  `void`
  LongAparapiFactor3NTTStepStrategy.`transformColumns(DataStorage dataStorage0, DataStorage dataStorage1, DataStorage dataStorage2, long startColumn, long columns, long power2length, long length, boolean isInverse, int modulus)`
  `void`
  IntAparapiNTTStepStrategy.`transformRows(ArrayAccess arrayAccess, int length, int count, boolean isInverse, boolean permute, int modulus)`
  Transform the rows or columns of the data matrix.
  `void`
  LongAparapiNTTStepStrategy.`transformRows(ArrayAccess arrayAccess, int length, int count, boolean isInverse, boolean permute, int modulus)`
  Transform the rows or columns of the data matrix.
  `void`
  IntAparapiMatrixStrategy.`transpose(ArrayAccess arrayAccess, int n1, int n2)`
  `void`
  LongAparapiMatrixStrategy.`transpose(ArrayAccess arrayAccess, int n1, int n2)`
  `void`
  IntAparapiMatrixStrategy.`transposeSquare(ArrayAccess arrayAccess, int n1, int n2)`
  `void`
  LongAparapiMatrixStrategy.`transposeSquare(ArrayAccess arrayAccess, int n1, int n2)`

- ## Uses of ApfloatRuntimeException in org.apfloat.internal

  Subclasses of ApfloatRuntimeException in org.apfloat.internal
  Modifier and Type
  Class
  Description
  `class`
  `ApfloatInternalException`
  Exception indicating some unexpected apfloat implementation specific error situation.
  `class`
  `BackingStorageException`
  Exception indicating a backing storage failure.
  `class`
  `ImplementationMismatchException`
  Exception indicating a different implementation of the apfloat SPI being used in two operands of a calculation.
  `class`
  `RadixMismatchException`
  Exception indicating a different radix being used in two operands of a calculation.
  `class`
  `TransformLengthExceededException`
  Exception indicating that the "size" of the numbers used in a multiplication is too large.
  Methods in org.apfloat.internal that throw ApfloatRuntimeException
  Modifier and Type
  Method
  Description
  `ApfloatImpl`
  DoubleApfloatImpl.`absCeil()`
  `ApfloatImpl`
  FloatApfloatImpl.`absCeil()`
  `ApfloatImpl`
  IntApfloatImpl.`absCeil()`
  `ApfloatImpl`
  LongApfloatImpl.`absCeil()`
  `ApfloatImpl`
  DoubleApfloatImpl.`absFloor()`
  `ApfloatImpl`
  FloatApfloatImpl.`absFloor()`
  `ApfloatImpl`
  IntApfloatImpl.`absFloor()`
  `ApfloatImpl`
  LongApfloatImpl.`absFloor()`
  `Double`
  DoubleAdditionStrategy.`add(DataStorage.Iterator src1, DataStorage.Iterator src2, Double carry, DataStorage.Iterator dst, long size)`
  `Float`
  FloatAdditionStrategy.`add(DataStorage.Iterator src1, DataStorage.Iterator src2, Float carry, DataStorage.Iterator dst, long size)`
  `Integer`
  IntAdditionStrategy.`add(DataStorage.Iterator src1, DataStorage.Iterator src2, Integer carry, DataStorage.Iterator dst, long size)`
  `Long`
  LongAdditionStrategy.`add(DataStorage.Iterator src1, DataStorage.Iterator src2, Long carry, DataStorage.Iterator dst, long size)`
  `ApfloatImpl`
  DoubleApfloatImpl.`addOrSubtract(ApfloatImpl x, boolean subtract)`
  `ApfloatImpl`
  FloatApfloatImpl.`addOrSubtract(ApfloatImpl x, boolean subtract)`
  `ApfloatImpl`
  IntApfloatImpl.`addOrSubtract(ApfloatImpl x, boolean subtract)`
  `ApfloatImpl`
  LongApfloatImpl.`addOrSubtract(ApfloatImpl x, boolean subtract)`
  `protected DataStorage`
  ThreeNTTConvolutionStrategy.`autoConvolute(DataStorage x, long resultSize)`
  Convolutes a data set with itself.
  `protected DataStorage`
  ThreeNTTConvolutionStrategy.`autoConvoluteOne(DataStorage x, long length, int modulus, boolean cached)`
  Performs an autoconvolution modulo one modulus, of the specified transform length.
  `double`
  DoubleBaseMath.`baseAdd(DataStorage.Iterator src1, DataStorage.Iterator src2, double carry, DataStorage.Iterator dst, long size)`
  Addition in some base.
  `float`
  FloatBaseMath.`baseAdd(DataStorage.Iterator src1, DataStorage.Iterator src2, float carry, DataStorage.Iterator dst, long size)`
  Addition in some base.
  `int`
  IntBaseMath.`baseAdd(DataStorage.Iterator src1, DataStorage.Iterator src2, int carry, DataStorage.Iterator dst, long size)`
  Addition in some base.
  `long`
  LongBaseMath.`baseAdd(DataStorage.Iterator src1, DataStorage.Iterator src2, long carry, DataStorage.Iterator dst, long size)`
  Addition in some base.
  `double`
  DoubleBaseMath.`baseDivide(DataStorage.Iterator src1, double src2, double carry, DataStorage.Iterator dst, long size)`
  Division in some base.
  `float`
  FloatBaseMath.`baseDivide(DataStorage.Iterator src1, float src2, float carry, DataStorage.Iterator dst, long size)`
  Division in some base.
  `int`
  IntBaseMath.`baseDivide(DataStorage.Iterator src1, int src2, int carry, DataStorage.Iterator dst, long size)`
  Division in some base.
  `long`
  LongBaseMath.`baseDivide(DataStorage.Iterator src1, long src2, long carry, DataStorage.Iterator dst, long size)`
  Division in some base.
  `double`
  DoubleBaseMath.`baseMultiplyAdd(DataStorage.Iterator src1, DataStorage.Iterator src2, double src3, double carry, DataStorage.Iterator dst, long size)`
  Multiplication and addition in some base.
  `float`
  FloatBaseMath.`baseMultiplyAdd(DataStorage.Iterator src1, DataStorage.Iterator src2, float src3, float carry, DataStorage.Iterator dst, long size)`
  Multiplication and addition in some base.
  `int`
  IntBaseMath.`baseMultiplyAdd(DataStorage.Iterator src1, DataStorage.Iterator src2, int src3, int carry, DataStorage.Iterator dst, long size)`
  Multiplication and addition in some base.
  `long`
  LongBaseMath.`baseMultiplyAdd(DataStorage.Iterator src1, DataStorage.Iterator src2, long src3, long carry, DataStorage.Iterator dst, long size)`
  Multiplication and addition in some base.
  `double`
  DoubleBaseMath.`baseSubtract(DataStorage.Iterator src1, DataStorage.Iterator src2, double carry, DataStorage.Iterator dst, long size)`
  Subtraction in some base.
  `float`
  FloatBaseMath.`baseSubtract(DataStorage.Iterator src1, DataStorage.Iterator src2, float carry, DataStorage.Iterator dst, long size)`
  Subtraction in some base.
  `int`
  IntBaseMath.`baseSubtract(DataStorage.Iterator src1, DataStorage.Iterator src2, int carry, DataStorage.Iterator dst, long size)`
  Subtraction in some base.
  `long`
  LongBaseMath.`baseSubtract(DataStorage.Iterator src1, DataStorage.Iterator src2, long carry, DataStorage.Iterator dst, long size)`
  Subtraction in some base.
  `double[]`
  DoubleCarryCRTStepStrategy.`carry(DataStorage dataStorage, long size, long resultSize, long offset, long length, double[] results, double[] previousResults)`
  `float[]`
  FloatCarryCRTStepStrategy.`carry(DataStorage dataStorage, long size, long resultSize, long offset, long length, float[] results, float[] previousResults)`
  `int[]`
  IntCarryCRTStepStrategy.`carry(DataStorage dataStorage, long size, long resultSize, long offset, long length, int[] results, int[] previousResults)`
  `long[]`
  LongCarryCRTStepStrategy.`carry(DataStorage dataStorage, long size, long resultSize, long offset, long length, long[] results, long[] previousResults)`
  `DataStorage`
  StepCarryCRTStrategy.`carryCRT(DataStorage resultMod0, DataStorage resultMod1, DataStorage resultMod2, long resultSize)`
  Calculate the final result of a three-NTT convolution.
  `void`
  DoubleMemoryArrayAccess.`close()`
  `void`
  FloatMemoryArrayAccess.`close()`
  `void`
  IntMemoryArrayAccess.`close()`
  `void`
  LongMemoryArrayAccess.`close()`
  `int`
  DoubleApfloatImpl.`compareTo(ApfloatImpl x)`
  `int`
  FloatApfloatImpl.`compareTo(ApfloatImpl x)`
  `int`
  IntApfloatImpl.`compareTo(ApfloatImpl x)`
  `int`
  LongApfloatImpl.`compareTo(ApfloatImpl x)`
  `DataStorage`
  DoubleKaratsubaConvolutionStrategy.`convolute(DataStorage x, DataStorage y, long resultSize)`
  `DataStorage`
  DoubleMediumConvolutionStrategy.`convolute(DataStorage x, DataStorage y, long resultSize)`
  `DataStorage`
  DoubleShortConvolutionStrategy.`convolute(DataStorage x, DataStorage y, long resultSize)`
  `DataStorage`
  FloatKaratsubaConvolutionStrategy.`convolute(DataStorage x, DataStorage y, long resultSize)`
  `DataStorage`
  FloatMediumConvolutionStrategy.`convolute(DataStorage x, DataStorage y, long resultSize)`
  `DataStorage`
  FloatShortConvolutionStrategy.`convolute(DataStorage x, DataStorage y, long resultSize)`
  `DataStorage`
  IntKaratsubaConvolutionStrategy.`convolute(DataStorage x, DataStorage y, long resultSize)`
  `DataStorage`
  IntMediumConvolutionStrategy.`convolute(DataStorage x, DataStorage y, long resultSize)`
  `DataStorage`
  IntShortConvolutionStrategy.`convolute(DataStorage x, DataStorage y, long resultSize)`
  `DataStorage`
  LongKaratsubaConvolutionStrategy.`convolute(DataStorage x, DataStorage y, long resultSize)`
  `DataStorage`
  LongMediumConvolutionStrategy.`convolute(DataStorage x, DataStorage y, long resultSize)`
  `DataStorage`
  LongShortConvolutionStrategy.`convolute(DataStorage x, DataStorage y, long resultSize)`
  `DataStorage`
  ThreeNTTConvolutionStrategy.`convolute(DataStorage x, DataStorage y, long resultSize)`
  `protected DataStorage`
  ThreeNTTConvolutionStrategy.`convoluteOne(DataStorage x, DataStorage y, long length, int modulus, boolean cached)`
  Performs a convolution modulo one modulus, of the specified transform length.
  `ApfloatImpl`
  DoubleApfloatBuilder.`createApfloat(double value, long precision, int radix)`
  `ApfloatImpl`
  DoubleApfloatBuilder.`createApfloat(long value, long precision, int radix)`
  `ApfloatImpl`
  DoubleApfloatBuilder.`createApfloat(PushbackReader in, long precision, int radix, boolean isInteger)`
  `ApfloatImpl`
  DoubleApfloatBuilder.`createApfloat(String value, long precision, int radix, boolean isInteger)`
  `ApfloatImpl`
  FloatApfloatBuilder.`createApfloat(double value, long precision, int radix)`
  `ApfloatImpl`
  FloatApfloatBuilder.`createApfloat(long value, long precision, int radix)`
  `ApfloatImpl`
  FloatApfloatBuilder.`createApfloat(PushbackReader in, long precision, int radix, boolean isInteger)`
  `ApfloatImpl`
  FloatApfloatBuilder.`createApfloat(String value, long precision, int radix, boolean isInteger)`
  `ApfloatImpl`
  IntApfloatBuilder.`createApfloat(double value, long precision, int radix)`
  `ApfloatImpl`
  IntApfloatBuilder.`createApfloat(long value, long precision, int radix)`
  `ApfloatImpl`
  IntApfloatBuilder.`createApfloat(PushbackReader in, long precision, int radix, boolean isInteger)`
  `ApfloatImpl`
  IntApfloatBuilder.`createApfloat(String value, long precision, int radix, boolean isInteger)`
  `ApfloatImpl`
  LongApfloatBuilder.`createApfloat(double value, long precision, int radix)`
  `ApfloatImpl`
  LongApfloatBuilder.`createApfloat(long value, long precision, int radix)`
  `ApfloatImpl`
  LongApfloatBuilder.`createApfloat(PushbackReader in, long precision, int radix, boolean isInteger)`
  `ApfloatImpl`
  LongApfloatBuilder.`createApfloat(String value, long precision, int radix, boolean isInteger)`
  `protected abstract DataStorage`
  AbstractDataStorageBuilder.`createCachedDataStorage()`
  Create a cached data storage.
  `DataStorage`
  AbstractDataStorageBuilder.`createCachedDataStorage(long size)`
  `protected DataStorage`
  DoubleDataStorageBuilder.`createCachedDataStorage()`
  `protected DataStorage`
  FloatDataStorageBuilder.`createCachedDataStorage()`
  `protected DataStorage`
  IntDataStorageBuilder.`createCachedDataStorage()`
  `protected DataStorage`
  LongDataStorageBuilder.`createCachedDataStorage()`
  `protected DataStorage`
  ThreeNTTConvolutionStrategy.`createCachedDataStorage(long size)`
  Create a cached (if possible) data storage for the specified number of elements.
  `DataStorage`
  AbstractDataStorageBuilder.`createDataStorage(long size)`
  `DataStorage`
  AbstractDataStorageBuilder.`createDataStorage(DataStorage dataStorage)`
  `protected DataStorage`
  ThreeNTTConvolutionStrategy.`createDataStorage(DataStorage dataStorage)`
  Create a cached data storage from the (possibly) cached data storage.
  `protected ParallelRunnable`
  DoubleNTTStepStrategy.`createMultiplyElementsParallelRunnable(ArrayAccess arrayAccess, int startRow, int startColumn, int rows, int columns, long length, long totalTransformLength, boolean isInverse, int modulus)`
  Create a ParallelRunnable object for multiplying the elements of the matrix.
  `protected ParallelRunnable`
  FloatNTTStepStrategy.`createMultiplyElementsParallelRunnable(ArrayAccess arrayAccess, int startRow, int startColumn, int rows, int columns, long length, long totalTransformLength, boolean isInverse, int modulus)`
  Create a ParallelRunnable object for multiplying the elements of the matrix.
  `protected ParallelRunnable`
  IntNTTStepStrategy.`createMultiplyElementsParallelRunnable(ArrayAccess arrayAccess, int startRow, int startColumn, int rows, int columns, long length, long totalTransformLength, boolean isInverse, int modulus)`
  Create a ParallelRunnable object for multiplying the elements of the matrix.
  `protected ParallelRunnable`
  LongNTTStepStrategy.`createMultiplyElementsParallelRunnable(ArrayAccess arrayAccess, int startRow, int startColumn, int rows, int columns, long length, long totalTransformLength, boolean isInverse, int modulus)`
  Create a ParallelRunnable object for multiplying the elements of the matrix.
  `protected abstract DataStorage`
  AbstractDataStorageBuilder.`createNonCachedDataStorage()`
  Create a non-cached data storage.
  `protected DataStorage`
  DoubleDataStorageBuilder.`createNonCachedDataStorage()`
  `protected DataStorage`
  FloatDataStorageBuilder.`createNonCachedDataStorage()`
  `protected DataStorage`
  IntDataStorageBuilder.`createNonCachedDataStorage()`
  `protected DataStorage`
  LongDataStorageBuilder.`createNonCachedDataStorage()`
  `protected ParallelRunnable`
  DoubleNTTStepStrategy.`createTransformRowsParallelRunnable(ArrayAccess arrayAccess, int length, int count, boolean isInverse, boolean permute, int modulus)`
  Create a ParallelRunnable object for transforming the rows of the matrix.
  `protected ParallelRunnable`
  FloatNTTStepStrategy.`createTransformRowsParallelRunnable(ArrayAccess arrayAccess, int length, int count, boolean isInverse, boolean permute, int modulus)`
  Create a ParallelRunnable object for transforming the rows of the matrix.
  `protected ParallelRunnable`
  IntNTTStepStrategy.`createTransformRowsParallelRunnable(ArrayAccess arrayAccess, int length, int count, boolean isInverse, boolean permute, int modulus)`
  Create a ParallelRunnable object for transforming the rows of the matrix.
  `protected ParallelRunnable`
  LongNTTStepStrategy.`createTransformRowsParallelRunnable(ArrayAccess arrayAccess, int length, int count, boolean isInverse, boolean permute, int modulus)`
  Create a ParallelRunnable object for transforming the rows of the matrix.
  `double[]`
  DoubleCarryCRTStepStrategy.`crt(DataStorage resultMod0, DataStorage resultMod1, DataStorage resultMod2, DataStorage dataStorage, long size, long resultSize, long offset, long length)`
  `float[]`
  FloatCarryCRTStepStrategy.`crt(DataStorage resultMod0, DataStorage resultMod1, DataStorage resultMod2, DataStorage dataStorage, long size, long resultSize, long offset, long length)`
  `int[]`
  IntCarryCRTStepStrategy.`crt(DataStorage resultMod0, DataStorage resultMod1, DataStorage resultMod2, DataStorage dataStorage, long size, long resultSize, long offset, long length)`
  `long[]`
  LongCarryCRTStepStrategy.`crt(DataStorage resultMod0, DataStorage resultMod1, DataStorage resultMod2, DataStorage dataStorage, long size, long resultSize, long offset, long length)`
  `Double`
  DoubleAdditionStrategy.`divide(DataStorage.Iterator src1, Double src2, Double carry, DataStorage.Iterator dst, long size)`
  `Float`
  FloatAdditionStrategy.`divide(DataStorage.Iterator src1, Float src2, Float carry, DataStorage.Iterator dst, long size)`
  `Integer`
  IntAdditionStrategy.`divide(DataStorage.Iterator src1, Integer src2, Integer carry, DataStorage.Iterator dst, long size)`
  `Long`
  LongAdditionStrategy.`divide(DataStorage.Iterator src1, Long src2, Long carry, DataStorage.Iterator dst, long size)`
  `ApfloatImpl`
  DoubleApfloatImpl.`divideShort(ApfloatImpl x)`
  `ApfloatImpl`
  FloatApfloatImpl.`divideShort(ApfloatImpl x)`
  `ApfloatImpl`
  IntApfloatImpl.`divideShort(ApfloatImpl x)`
  `ApfloatImpl`
  LongApfloatImpl.`divideShort(ApfloatImpl x)`
  `long`
  DoubleApfloatImpl.`equalDigits(ApfloatImpl x)`
  `long`
  FloatApfloatImpl.`equalDigits(ApfloatImpl x)`
  `long`
  IntApfloatImpl.`equalDigits(ApfloatImpl x)`
  `long`
  LongApfloatImpl.`equalDigits(ApfloatImpl x)`
  `ApfloatImpl`
  DoubleApfloatImpl.`frac()`
  `ApfloatImpl`
  FloatApfloatImpl.`frac()`
  `ApfloatImpl`
  IntApfloatImpl.`frac()`
  `ApfloatImpl`
  LongApfloatImpl.`frac()`
  `void`
  DoubleBuilderFactory.`gc()`
  `void`
  FloatBuilderFactory.`gc()`
  `void`
  IntBuilderFactory.`gc()`
  `void`
  LongBuilderFactory.`gc()`
  `protected void`
  DiskDataStorage.`implCopyFrom(DataStorage dataStorage, long size)`
  `protected void`
  DoubleMemoryDataStorage.`implCopyFrom(DataStorage dataStorage, long size)`
  `protected void`
  FloatMemoryDataStorage.`implCopyFrom(DataStorage dataStorage, long size)`
  `protected void`
  IntMemoryDataStorage.`implCopyFrom(DataStorage dataStorage, long size)`
  `protected void`
  LongMemoryDataStorage.`implCopyFrom(DataStorage dataStorage, long size)`
  `protected ArrayAccess`
  DiskDataStorage.`implGetArray(int mode, int startColumn, int columns, int rows)`
  `protected ArrayAccess`
  DoubleDiskDataStorage.`implGetArray(int mode, long offset, int length)`
  `protected ArrayAccess`
  DoubleMemoryDataStorage.`implGetArray(int mode, int startColumn, int columns, int rows)`
  `protected ArrayAccess`
  DoubleMemoryDataStorage.`implGetArray(int mode, long offset, int length)`
  `protected ArrayAccess`
  FloatDiskDataStorage.`implGetArray(int mode, long offset, int length)`
  `protected ArrayAccess`
  FloatMemoryDataStorage.`implGetArray(int mode, int startColumn, int columns, int rows)`
  `protected ArrayAccess`
  FloatMemoryDataStorage.`implGetArray(int mode, long offset, int length)`
  `protected ArrayAccess`
  IntDiskDataStorage.`implGetArray(int mode, long offset, int length)`
  `protected ArrayAccess`
  IntMemoryDataStorage.`implGetArray(int mode, int startColumn, int columns, int rows)`
  `protected ArrayAccess`
  IntMemoryDataStorage.`implGetArray(int mode, long offset, int length)`
  `protected ArrayAccess`
  LongDiskDataStorage.`implGetArray(int mode, long offset, int length)`
  `protected ArrayAccess`
  LongMemoryDataStorage.`implGetArray(int mode, int startColumn, int columns, int rows)`
  `protected ArrayAccess`
  LongMemoryDataStorage.`implGetArray(int mode, long offset, int length)`
  `protected long`
  DiskDataStorage.`implGetSize()`
  `protected ArrayAccess`
  DiskDataStorage.`implGetTransposedArray(int mode, int startColumn, int columns, int rows)`
  `protected ArrayAccess`
  DoubleMemoryDataStorage.`implGetTransposedArray(int mode, int startColumn, int columns, int rows)`
  `protected ArrayAccess`
  FloatMemoryDataStorage.`implGetTransposedArray(int mode, int startColumn, int columns, int rows)`
  `protected ArrayAccess`
  IntMemoryDataStorage.`implGetTransposedArray(int mode, int startColumn, int columns, int rows)`
  `protected ArrayAccess`
  LongMemoryDataStorage.`implGetTransposedArray(int mode, int startColumn, int columns, int rows)`
  `protected void`
  DiskDataStorage.`implSetSize(long size)`
  `protected void`
  DoubleMemoryDataStorage.`implSetSize(long size)`
  `protected void`
  FloatMemoryDataStorage.`implSetSize(long size)`
  `protected void`
  IntMemoryDataStorage.`implSetSize(long size)`
  `protected void`
  LongMemoryDataStorage.`implSetSize(long size)`
  `protected DataStorage`
  DoubleDiskDataStorage.`implSubsequence(long offset, long length)`
  `protected DataStorage`
  DoubleMemoryDataStorage.`implSubsequence(long offset, long length)`
  `protected DataStorage`
  FloatDiskDataStorage.`implSubsequence(long offset, long length)`
  `protected DataStorage`
  FloatMemoryDataStorage.`implSubsequence(long offset, long length)`
  `protected DataStorage`
  IntDiskDataStorage.`implSubsequence(long offset, long length)`
  `protected DataStorage`
  IntMemoryDataStorage.`implSubsequence(long offset, long length)`
  `protected DataStorage`
  LongDiskDataStorage.`implSubsequence(long offset, long length)`
  `protected DataStorage`
  LongMemoryDataStorage.`implSubsequence(long offset, long length)`
  `void`
  DoubleTableFNT.`inverseTableFNT(ArrayAccess arrayAccess, double[] wTable, int[] permutationTable)`
  Inverse (Cooley-Tukey) fast Number Theoretic Transform.
  `void`
  FloatTableFNT.`inverseTableFNT(ArrayAccess arrayAccess, float[] wTable, int[] permutationTable)`
  Inverse (Cooley-Tukey) fast Number Theoretic Transform.
  `void`
  IntTableFNT.`inverseTableFNT(ArrayAccess arrayAccess, int[] wTable, int[] permutationTable)`
  Inverse (Cooley-Tukey) fast Number Theoretic Transform.
  `void`
  LongTableFNT.`inverseTableFNT(ArrayAccess arrayAccess, long[] wTable, int[] permutationTable)`
  Inverse (Cooley-Tukey) fast Number Theoretic Transform.
  `protected abstract void`
  AbstractStepFNTStrategy.`inverseTransform(DataStorage dataStorage, int n1, int n2, long length, long totalTransformLength, int modulus)`
  Inverse transform the data in steps.
  `void`
  AbstractStepFNTStrategy.`inverseTransform(DataStorage dataStorage, int modulus, long totalTransformLength)`
  `void`
  DoubleTableFNTStrategy.`inverseTransform(DataStorage dataStorage, int modulus, long totalTransformLength)`
  `void`
  Factor3NTTStrategy.`inverseTransform(DataStorage dataStorage, int modulus, long totalTransformLength)`
  `void`
  FloatTableFNTStrategy.`inverseTransform(DataStorage dataStorage, int modulus, long totalTransformLength)`
  `void`
  IntTableFNTStrategy.`inverseTransform(DataStorage dataStorage, int modulus, long totalTransformLength)`
  `void`
  LongTableFNTStrategy.`inverseTransform(DataStorage dataStorage, int modulus, long totalTransformLength)`
  `protected void`
  SixStepFNTStrategy.`inverseTransform(DataStorage dataStorage, int n1, int n2, long length, long totalTransformLength, int modulus)`
  `protected void`
  TwoPassFNTStrategy.`inverseTransform(DataStorage dataStorage, int n1, int n2, long length, long totalTransformLength, int modulus)`
  `protected abstract boolean`
  AbstractDataStorageBuilder.`isCached(DataStorage dataStorage)`
  Test if the data storage is of cached type.
  `protected boolean`
  DoubleDataStorageBuilder.`isCached(DataStorage dataStorage)`
  `protected boolean`
  FloatDataStorageBuilder.`isCached(DataStorage dataStorage)`
  `protected boolean`
  IntDataStorageBuilder.`isCached(DataStorage dataStorage)`
  `protected boolean`
  LongDataStorageBuilder.`isCached(DataStorage dataStorage)`
  `boolean`
  DoubleApfloatImpl.`isOne()`
  `boolean`
  FloatApfloatImpl.`isOne()`
  `boolean`
  IntApfloatImpl.`isOne()`
  `boolean`
  LongApfloatImpl.`isOne()`
  `boolean`
  DoubleApfloatImpl.`isShort()`
  `boolean`
  FloatApfloatImpl.`isShort()`
  `boolean`
  IntApfloatImpl.`isShort()`
  `boolean`
  LongApfloatImpl.`isShort()`
  `DataStorage.Iterator`
  DoubleDiskDataStorage.`iterator(int mode, long startPosition, long endPosition)`
  `DataStorage.Iterator`
  DoubleMemoryDataStorage.`iterator(int mode, long startPosition, long endPosition)`
  `DataStorage.Iterator`
  FloatDiskDataStorage.`iterator(int mode, long startPosition, long endPosition)`
  `DataStorage.Iterator`
  FloatMemoryDataStorage.`iterator(int mode, long startPosition, long endPosition)`
  `DataStorage.Iterator`
  IntDiskDataStorage.`iterator(int mode, long startPosition, long endPosition)`
  `DataStorage.Iterator`
  IntMemoryDataStorage.`iterator(int mode, long startPosition, long endPosition)`
  `DataStorage.Iterator`
  LongDiskDataStorage.`iterator(int mode, long startPosition, long endPosition)`
  `DataStorage.Iterator`
  LongMemoryDataStorage.`iterator(int mode, long startPosition, long endPosition)`
  `ApfloatImpl`
  DoubleApfloatImpl.`modShort(ApfloatImpl x)`
  `ApfloatImpl`
  FloatApfloatImpl.`modShort(ApfloatImpl x)`
  `ApfloatImpl`
  IntApfloatImpl.`modShort(ApfloatImpl x)`
  `ApfloatImpl`
  LongApfloatImpl.`modShort(ApfloatImpl x)`
  `ApfloatImpl`
  DoubleApfloatImpl.`multiply(ApfloatImpl x)`
  `ApfloatImpl`
  FloatApfloatImpl.`multiply(ApfloatImpl x)`
  `ApfloatImpl`
  IntApfloatImpl.`multiply(ApfloatImpl x)`
  `ApfloatImpl`
  LongApfloatImpl.`multiply(ApfloatImpl x)`
  `Double`
  DoubleAdditionStrategy.`multiplyAdd(DataStorage.Iterator src1, DataStorage.Iterator src2, Double src3, Double carry, DataStorage.Iterator dst, long size)`
  `Float`
  FloatAdditionStrategy.`multiplyAdd(DataStorage.Iterator src1, DataStorage.Iterator src2, Float src3, Float carry, DataStorage.Iterator dst, long size)`
  `Integer`
  IntAdditionStrategy.`multiplyAdd(DataStorage.Iterator src1, DataStorage.Iterator src2, Integer src3, Integer carry, DataStorage.Iterator dst, long size)`
  `Long`
  LongAdditionStrategy.`multiplyAdd(DataStorage.Iterator src1, DataStorage.Iterator src2, Long src3, Long carry, DataStorage.Iterator dst, long size)`
  `void`
  DoubleNTTStepStrategy.`multiplyElements(ArrayAccess arrayAccess, int startRow, int startColumn, int rows, int columns, long length, long totalTransformLength, boolean isInverse, int modulus)`
  `void`
  FloatNTTStepStrategy.`multiplyElements(ArrayAccess arrayAccess, int startRow, int startColumn, int rows, int columns, long length, long totalTransformLength, boolean isInverse, int modulus)`
  `void`
  IntNTTStepStrategy.`multiplyElements(ArrayAccess arrayAccess, int startRow, int startColumn, int rows, int columns, long length, long totalTransformLength, boolean isInverse, int modulus)`
  `void`
  LongNTTStepStrategy.`multiplyElements(ArrayAccess arrayAccess, int startRow, int startColumn, int rows, int columns, long length, long totalTransformLength, boolean isInverse, int modulus)`
  `void`
  DoubleNTTConvolutionStepStrategy.`multiplyInPlace(DataStorage sourceAndDestination, DataStorage source, int modulus)`
  `void`
  FloatNTTConvolutionStepStrategy.`multiplyInPlace(DataStorage sourceAndDestination, DataStorage source, int modulus)`
  `void`
  IntNTTConvolutionStepStrategy.`multiplyInPlace(DataStorage sourceAndDestination, DataStorage source, int modulus)`
  `void`
  LongNTTConvolutionStepStrategy.`multiplyInPlace(DataStorage sourceAndDestination, DataStorage source, int modulus)`
  `ApfloatImpl`
  DoubleApfloatImpl.`negate()`
  `ApfloatImpl`
  FloatApfloatImpl.`negate()`
  `ApfloatImpl`
  IntApfloatImpl.`negate()`
  `ApfloatImpl`
  LongApfloatImpl.`negate()`
  `void`
  DoubleMatrixStrategy.`permuteToDoubleWidth(ArrayAccess arrayAccess, int n1, int n2)`
  Permute the rows of the n1 x n2 matrix so that it is shaped like a n1/2 x 2*n2 matrix.
  `void`
  FloatMatrixStrategy.`permuteToDoubleWidth(ArrayAccess arrayAccess, int n1, int n2)`
  Permute the rows of the n1 x n2 matrix so that it is shaped like a n1/2 x 2*n2 matrix.
  `void`
  IntMatrixStrategy.`permuteToDoubleWidth(ArrayAccess arrayAccess, int n1, int n2)`
  Permute the rows of the n1 x n2 matrix so that it is shaped like a n1/2 x 2*n2 matrix.
  `void`
  LongMatrixStrategy.`permuteToDoubleWidth(ArrayAccess arrayAccess, int n1, int n2)`
  Permute the rows of the n1 x n2 matrix so that it is shaped like a n1/2 x 2*n2 matrix.
  `void`
  DoubleMatrixStrategy.`permuteToHalfWidth(ArrayAccess arrayAccess, int n1, int n2)`
  Permute the rows of the n1 x n2 matrix so that it is shaped like a 2*n1 x n2/2 matrix.
  `void`
  FloatMatrixStrategy.`permuteToHalfWidth(ArrayAccess arrayAccess, int n1, int n2)`
  Permute the rows of the n1 x n2 matrix so that it is shaped like a 2*n1 x n2/2 matrix.
  `void`
  IntMatrixStrategy.`permuteToHalfWidth(ArrayAccess arrayAccess, int n1, int n2)`
  Permute the rows of the n1 x n2 matrix so that it is shaped like a 2*n1 x n2/2 matrix.
  `void`
  LongMatrixStrategy.`permuteToHalfWidth(ArrayAccess arrayAccess, int n1, int n2)`
  Permute the rows of the n1 x n2 matrix so that it is shaped like a 2*n1 x n2/2 matrix.
  `V`
  MessagePasser.`receiveMessage(K receiver)`
  Receive a message.
  `static void`
  ParallelRunner.`runParallel(ParallelRunnable parallelRunnable)`
  Run a ParallelRunnable object in parallel using multiple threads.
  `long`
  DoubleApfloatImpl.`scale()`
  `long`
  FloatApfloatImpl.`scale()`
  `long`
  IntApfloatImpl.`scale()`
  `long`
  LongApfloatImpl.`scale()`
  `protected void`
  DiskDataStorage.`setArray(ArrayAccess arrayAccess, int startColumn, int columns, int rows)`
  Write the data back to the same location in the file that was retrieved with `DiskDataStorage.implGetArray(int,int,int,int)`.
  `protected void`
  DiskDataStorage.`setTransposedArray(ArrayAccess arrayAccess, int startColumn, int columns, int rows)`
  Write the data back to the same location in the file that was retrieved with `DiskDataStorage.implGetTransposedArray(int,int,int,int)`.
  `void`
  DoubleBuilderFactory.`shutdown()`
  `void`
  FloatBuilderFactory.`shutdown()`
  `void`
  IntBuilderFactory.`shutdown()`
  `void`
  LongBuilderFactory.`shutdown()`
  `long`
  DoubleApfloatImpl.`size()`
  `long`
  FloatApfloatImpl.`size()`
  `long`
  IntApfloatImpl.`size()`
  `long`
  LongApfloatImpl.`size()`
  `void`
  DoubleNTTConvolutionStepStrategy.`squareInPlace(DataStorage sourceAndDestination, int modulus)`
  `void`
  FloatNTTConvolutionStepStrategy.`squareInPlace(DataStorage sourceAndDestination, int modulus)`
  `void`
  IntNTTConvolutionStepStrategy.`squareInPlace(DataStorage sourceAndDestination, int modulus)`
  `void`
  LongNTTConvolutionStepStrategy.`squareInPlace(DataStorage sourceAndDestination, int modulus)`
  `Double`
  DoubleAdditionStrategy.`subtract(DataStorage.Iterator src1, DataStorage.Iterator src2, Double carry, DataStorage.Iterator dst, long size)`
  `Float`
  FloatAdditionStrategy.`subtract(DataStorage.Iterator src1, DataStorage.Iterator src2, Float carry, DataStorage.Iterator dst, long size)`
  `Integer`
  IntAdditionStrategy.`subtract(DataStorage.Iterator src1, DataStorage.Iterator src2, Integer carry, DataStorage.Iterator dst, long size)`
  `Long`
  LongAdditionStrategy.`subtract(DataStorage.Iterator src1, DataStorage.Iterator src2, Long carry, DataStorage.Iterator dst, long size)`
  `void`
  DoubleTableFNT.`tableFNT(ArrayAccess arrayAccess, double[] wTable, int[] permutationTable)`
  Forward (Sande-Tukey) fast Number Theoretic Transform.
  `void`
  FloatTableFNT.`tableFNT(ArrayAccess arrayAccess, float[] wTable, int[] permutationTable)`
  Forward (Sande-Tukey) fast Number Theoretic Transform.
  `void`
  IntTableFNT.`tableFNT(ArrayAccess arrayAccess, int[] wTable, int[] permutationTable)`
  Forward (Sande-Tukey) fast Number Theoretic Transform.
  `void`
  LongTableFNT.`tableFNT(ArrayAccess arrayAccess, long[] wTable, int[] permutationTable)`
  Forward (Sande-Tukey) fast Number Theoretic Transform.
  `String`
  DoubleApfloatImpl.`toString(boolean pretty)`
  `String`
  FloatApfloatImpl.`toString(boolean pretty)`
  `String`
  IntApfloatImpl.`toString(boolean pretty)`
  `String`
  LongApfloatImpl.`toString(boolean pretty)`
  `protected void`
  DiskDataStorage.`transferFrom(ReadableByteChannel in, long position, long size)`
  Transfer from a readable channel, possibly in multiple chunks.
  `protected void`
  DiskDataStorage.`transferTo(WritableByteChannel out, long position, long size)`
  Transfer to a writable channel, possibly in multiple chunks.
  `void`
  AbstractStepFNTStrategy.`transform(DataStorage dataStorage, int modulus)`
  `protected abstract void`
  AbstractStepFNTStrategy.`transform(DataStorage dataStorage, int n1, int n2, long length, int modulus)`
  Transform the data in steps.
  `void`
  DoubleTableFNTStrategy.`transform(DataStorage dataStorage, int modulus)`
  `void`
  Factor3NTTStrategy.`transform(DataStorage dataStorage, int modulus)`
  `void`
  FloatTableFNTStrategy.`transform(DataStorage dataStorage, int modulus)`
  `void`
  IntTableFNTStrategy.`transform(DataStorage dataStorage, int modulus)`
  `void`
  LongTableFNTStrategy.`transform(DataStorage dataStorage, int modulus)`
  `protected void`
  SixStepFNTStrategy.`transform(DataStorage dataStorage, int n1, int n2, long length, int modulus)`
  `protected void`
  TwoPassFNTStrategy.`transform(DataStorage dataStorage, int n1, int n2, long length, int modulus)`
  `void`
  DoubleFactor3NTTStepStrategy.`transformColumns(DataStorage dataStorage0, DataStorage dataStorage1, DataStorage dataStorage2, long startColumn, long columns, long power2length, long length, boolean isInverse, int modulus)`
  `void`
  FloatFactor3NTTStepStrategy.`transformColumns(DataStorage dataStorage0, DataStorage dataStorage1, DataStorage dataStorage2, long startColumn, long columns, long power2length, long length, boolean isInverse, int modulus)`
  `void`
  IntFactor3NTTStepStrategy.`transformColumns(DataStorage dataStorage0, DataStorage dataStorage1, DataStorage dataStorage2, long startColumn, long columns, long power2length, long length, boolean isInverse, int modulus)`
  `void`
  LongFactor3NTTStepStrategy.`transformColumns(DataStorage dataStorage0, DataStorage dataStorage1, DataStorage dataStorage2, long startColumn, long columns, long power2length, long length, boolean isInverse, int modulus)`
  `void`
  DoubleNTTStepStrategy.`transformRows(ArrayAccess arrayAccess, int length, int count, boolean isInverse, boolean permute, int modulus)`
  `void`
  FloatNTTStepStrategy.`transformRows(ArrayAccess arrayAccess, int length, int count, boolean isInverse, boolean permute, int modulus)`
  `void`
  IntNTTStepStrategy.`transformRows(ArrayAccess arrayAccess, int length, int count, boolean isInverse, boolean permute, int modulus)`
  `void`
  LongNTTStepStrategy.`transformRows(ArrayAccess arrayAccess, int length, int count, boolean isInverse, boolean permute, int modulus)`
  `void`
  DoubleMatrixStrategy.`transpose(ArrayAccess arrayAccess, int n1, int n2)`
  Transpose a n1 x n2 matrix.
  `void`
  FloatMatrixStrategy.`transpose(ArrayAccess arrayAccess, int n1, int n2)`
  Transpose a n1 x n2 matrix.
  `void`
  IntMatrixStrategy.`transpose(ArrayAccess arrayAccess, int n1, int n2)`
  Transpose a n1 x n2 matrix.
  `void`
  LongMatrixStrategy.`transpose(ArrayAccess arrayAccess, int n1, int n2)`
  Transpose a n1 x n2 matrix.
  `void`
  DoubleMatrixStrategy.`transposeSquare(ArrayAccess arrayAccess, int n1, int n2)`
  Transpose a square n1 x n1 block of n1 x n2 matrix.
  `void`
  FloatMatrixStrategy.`transposeSquare(ArrayAccess arrayAccess, int n1, int n2)`
  Transpose a square n1 x n1 block of n1 x n2 matrix.
  `void`
  IntMatrixStrategy.`transposeSquare(ArrayAccess arrayAccess, int n1, int n2)`
  Transpose a square n1 x n1 block of n1 x n2 matrix.
  `void`
  LongMatrixStrategy.`transposeSquare(ArrayAccess arrayAccess, int n1, int n2)`
  Transpose a square n1 x n1 block of n1 x n2 matrix.
  `void`
  DoubleApfloatImpl.`writeTo(Writer out, boolean pretty)`
  `void`
  FloatApfloatImpl.`writeTo(Writer out, boolean pretty)`
  `void`
  IntApfloatImpl.`writeTo(Writer out, boolean pretty)`
  `void`
  LongApfloatImpl.`writeTo(Writer out, boolean pretty)`
  Constructors in org.apfloat.internal that throw ApfloatRuntimeException
  Modifier
  Constructor
  Description
  `protected`
  `DiskDataStorage()`
  Default constructor.
  ``
  `DoubleApfloatImpl(double value, long precision, int radix)`
  Create a new `DoubleApfloatImpl` instance from a `double`.
  ``
  `DoubleApfloatImpl(long value, long precision, int radix)`
  Create a new `DoubleApfloatImpl` instance from a `long`.
  ``
  `DoubleApfloatImpl(PushbackReader in, long precision, int radix, boolean isInteger)`
  Create a new `DoubleApfloatImpl` instance reading from a stream.
  ``
  `DoubleApfloatImpl(String value, long precision, int radix, boolean isInteger)`
  Create a new `DoubleApfloatImpl` instance from a String.
  ``
  `DoubleDiskDataStorage()`
  Default constructor.
  ``
  `FloatApfloatImpl(double value, long precision, int radix)`
  Create a new `FloatApfloatImpl` instance from a `double`.
  ``
  `FloatApfloatImpl(long value, long precision, int radix)`
  Create a new `FloatApfloatImpl` instance from a `long`.
  ``
  `FloatApfloatImpl(PushbackReader in, long precision, int radix, boolean isInteger)`
  Create a new `FloatApfloatImpl` instance reading from a stream.
  ``
  `FloatApfloatImpl(String value, long precision, int radix, boolean isInteger)`
  Create a new `FloatApfloatImpl` instance from a String.
  ``
  `FloatDiskDataStorage()`
  Default constructor.
  ``
  `IntApfloatImpl(double value, long precision, int radix)`
  Create a new `IntApfloatImpl` instance from a `double`.
  ``
  `IntApfloatImpl(long value, long precision, int radix)`
  Create a new `IntApfloatImpl` instance from a `long`.
  ``
  `IntApfloatImpl(PushbackReader in, long precision, int radix, boolean isInteger)`
  Create a new `IntApfloatImpl` instance reading from a stream.
  ``
  `IntApfloatImpl(String value, long precision, int radix, boolean isInteger)`
  Create a new `IntApfloatImpl` instance from a String.
  ``
  `IntDiskDataStorage()`
  Default constructor.
  ``
  `LongApfloatImpl(double value, long precision, int radix)`
  Create a new `LongApfloatImpl` instance from a `double`.
  ``
  `LongApfloatImpl(long value, long precision, int radix)`
  Create a new `LongApfloatImpl` instance from a `long`.
  ``
  `LongApfloatImpl(PushbackReader in, long precision, int radix, boolean isInteger)`
  Create a new `LongApfloatImpl` instance reading from a stream.
  ``
  `LongApfloatImpl(String value, long precision, int radix, boolean isInteger)`
  Create a new `LongApfloatImpl` instance from a String.
  ``
  `LongDiskDataStorage()`
  Default constructor.

- ## Uses of ApfloatRuntimeException in org.apfloat.samples

  Methods in org.apfloat.samples that throw ApfloatRuntimeException
  Modifier and Type
  Method
  Description
  `Apfloat`
  Pi.BinarySplittingSeries.`a(long n)`
  Binary splitting term.
  `Apfloat`
  Pi.ChudnovskyBinarySplittingSeries.`a(long n)`
  `Apfloat`
  Pi.RamanujanBinarySplittingSeries.`a(long n)`
  `protected Operation<Apfloat>`
  PiAWT.`getOperation(long precision, int radix)`
  Get the calculation operation to execute.
  `protected Operation<Apfloat>`
  PiParallelAWT.`getOperation(long precision, int radix)`
  `static void`
  Pi.`main(String[] args)`
  Command-line entry point.
  `static void`
  PiDistributed.`main(String[] args)`
  Command-line entry point.
  `static void`
  PiParallel.`main(String[] args)`
  Command-line entry point.
  `Apfloat`
  Pi.BinarySplittingSeries.`p(long n)`
  Binary splitting term.
  `Apfloat`
  Pi.ChudnovskyBinarySplittingSeries.`p(long n)`
  `Apfloat`
  Pi.RamanujanBinarySplittingSeries.`p(long n)`
  `Apfloat`
  Pi.BinarySplittingSeries.`q(long n)`
  Binary splitting term.
  `Apfloat`
  Pi.ChudnovskyBinarySplittingSeries.`q(long n)`
  `Apfloat`
  Pi.RamanujanBinarySplittingSeries.`q(long n)`
  `void`
  Pi.BinarySplittingPiCalculator.`r(long n1, long n2, ApfloatHolder T, ApfloatHolder Q, ApfloatHolder P, Pi.BinarySplittingProgressIndicator progressIndicator)`
  Entry point for the binary splitting algorithm.
  `void`
  PiDistributed.DistributedBinarySplittingPiCalculator.`r(long n1, long n2, ApfloatHolder T, ApfloatHolder Q, ApfloatHolder P, ApfloatHolder F, PiDistributed.Node[] nodes)`
  Entry point for the distributed binary splitting algorithm.
  `void`
  PiParallel.ParallelBinarySplittingPiCalculator.`r(long n1, long n2, ApfloatHolder T, ApfloatHolder Q, ApfloatHolder P, Pi.BinarySplittingProgressIndicator progressIndicator)`
  `static void`
  Pi.`run(long precision, int radix, Operation<Apfloat> operation)`
  Execute an operation and display some additional information.
  Constructors in org.apfloat.samples that throw ApfloatRuntimeException
  Modifier
  Constructor
  Description
  ``
  `ChudnovskyPiCalculator(long precision, int radix)`
  Construct a pi calculator with the specified precision and radix.
  `protected`
  `ChudnovskyPiCalculator(Pi.BinarySplittingPiCalculator calculator, long precision, int radix)`
  Construct a pi calculator with the specified binary splitting algorithm.
  ``
  `DistributedChudnovskyPiCalculator(long precision, int radix)`
  Construct a pi calculator with the specified precision and radix.
  ``
  `DistributedRamanujanPiCalculator(long precision, int radix)`
  Construct a pi calculator with the specified precision and radix.
  ``
  `ParallelBinarySplittingPiCalculator(Pi.BinarySplittingSeries series)`
  Construct a parallel pi calculator with the specified precision and radix.
  ``
  `ParallelChudnovskyPiCalculator(long precision, int radix)`
  Construct a pi calculator with the specified precision and radix.
  `protected`
  `ParallelChudnovskyPiCalculator(Pi.BinarySplittingPiCalculator calculator, long precision, int radix)`
  Construct a pi calculator with the specified binary splitting algorithm.
  ``
  `ParallelRamanujanPiCalculator(long precision, int radix)`
  Construct a pi calculator with the specified precision and radix.
  `protected`
  `ParallelRamanujanPiCalculator(Pi.BinarySplittingPiCalculator calculator, long precision, int radix)`
  Construct a pi calculator with the specified binary splitting algorithm.
  ``
  `RamanujanPiCalculator(long precision, int radix)`
  Construct a pi calculator with the specified precision and radix.
  `protected`
  `RamanujanPiCalculator(Pi.BinarySplittingPiCalculator calculator, long precision, int radix)`
  Construct a pi calculator with the specified binary splitting algorithm.

- ## Uses of ApfloatRuntimeException in org.apfloat.spi

  Methods in org.apfloat.spi that throw ApfloatRuntimeException
  Modifier and Type
  Method
  Description
  `ApfloatImpl`
  ApfloatImpl.`absCeil()`
  Returns this `ApfloatImpl` rounded away from zero.
  `ApfloatImpl`
  ApfloatImpl.`absFloor()`
  Returns this `ApfloatImpl` rounded towards zero.
  `T`
  AdditionStrategy.`add(DataStorage.Iterator src1, DataStorage.Iterator src2, T carry, DataStorage.Iterator dst, long size)`
  Addition in some base.
  `ApfloatImpl`
  ApfloatImpl.`addOrSubtract(ApfloatImpl x, boolean subtract)`
  Add or subtract an `ApfloatImpl` to this object.
  `T`
  CarryCRTStepStrategy.`carry(DataStorage dataStorage, long size, long resultSize, long offset, long length, T results, T previousResults)`
  Propagate carries from the previous block computed with the CRT method.
  `DataStorage`
  CarryCRTStrategy.`carryCRT(DataStorage resultMod0, DataStorage resultMod1, DataStorage resultMod2, long resultSize)`
  Calculate the final result of a three-NTT convolution.
  `abstract void`
  ArrayAccess.`close()`
  Close this array access and commit any changes to the underlying data storage if applicable.
  `void`
  DataStorage.Iterator.`close()`
  Closes the iterator.
  `int`
  ApfloatImpl.`compareTo(ApfloatImpl x)`
  Compare this `ApfloatImpl` and another number.
  `DataStorage`
  ConvolutionStrategy.`convolute(DataStorage x, DataStorage y, long resultSize)`
  Convolutes the two sets of data.
  `final void`
  DataStorage.`copyFrom(DataStorage dataStorage)`
  Copies all data from another data storage to this data storage.
  `final void`
  DataStorage.`copyFrom(DataStorage dataStorage, long size)`
  Copies the specified number of elements from another data storage to this data storage.
  `ApfloatImpl`
  ApfloatBuilder.`createApfloat(double value, long precision, int radix)`
  Create a new `ApfloatImpl` instance from a `double`.
  `ApfloatImpl`
  ApfloatBuilder.`createApfloat(long value, long precision, int radix)`
  Create a new `ApfloatImpl` instance from a `long`.
  `ApfloatImpl`
  ApfloatBuilder.`createApfloat(PushbackReader in, long precision, int radix, boolean isInteger)`
  Create a new `ApfloatImpl` instance reading from a stream.
  `ApfloatImpl`
  ApfloatBuilder.`createApfloat(String value, long precision, int radix, boolean isInteger)`
  Create a new `ApfloatImpl` instance from a `String`.
  `DataStorage`
  DataStorageBuilder.`createCachedDataStorage(long size)`
  Get a data storage that is cached in memory, if possible, for the requested size of data.
  `DataStorage`
  DataStorageBuilder.`createDataStorage(long size)`
  Get an appropriate type of data storage for the requested size of data.
  `DataStorage`
  DataStorageBuilder.`createDataStorage(DataStorage dataStorage)`
  Convert cached data storage to the appropriate normal data storage type.
  `T`
  CarryCRTStepStrategy.`crt(DataStorage resultMod0, DataStorage resultMod1, DataStorage resultMod2, DataStorage dataStorage, long size, long resultSize, long offset, long length)`
  Perform the Chinese Remainder Theorem (CRT) on each element of the three result data sets to get the result of each element modulo the product of the three moduli.
  `T`
  AdditionStrategy.`divide(DataStorage.Iterator src1, T src2, T carry, DataStorage.Iterator dst, long size)`
  Division in some base.
  `ApfloatImpl`
  ApfloatImpl.`divideShort(ApfloatImpl x)`
  Divide this `ApfloatImpl` by an `ApfloatImpl` that is "short".
  `long`
  ApfloatImpl.`equalDigits(ApfloatImpl x)`
  The number of equal digits in this `ApfloatImpl` and another number.
  `ApfloatImpl`
  ApfloatImpl.`frac()`
  Returns the fractional part of this `ApfloatImpl`.
  `void`
  BuilderFactory.`gc()`
  Do garbage collection and related things such as empty any reference queues.
  `<T> T`
  DataStorage.Iterator.`get(Class<T> type)`
  Gets the current element as a the specified element type.
  `final ArrayAccess`
  DataStorage.`getArray(int mode, int startColumn, int columns, int rows)`
  Maps a block of data to a memory array when the data is treated as a matrix.
  `final ArrayAccess`
  DataStorage.`getArray(int mode, long offset, int length)`
  Gets an array access to the data of this data storage when the data is treated as a linear block.
  `abstract Object`
  ArrayAccess.`getData()`
  Returns the array of this array access.
  `double`
  DataStorage.AbstractIterator.`getDouble()`
  `double`
  DataStorage.Iterator.`getDouble()`
  Gets the current element as a `double`.
  `double[]`
  ArrayAccess.`getDoubleData()`
  Returns the array of this array access as a `double[]`.
  `float`
  DataStorage.AbstractIterator.`getFloat()`
  `float`
  DataStorage.Iterator.`getFloat()`
  Gets the current element as a `float`.
  `float[]`
  ArrayAccess.`getFloatData()`
  Returns the array of this array access as a `float[]`.
  `int`
  DataStorage.AbstractIterator.`getInt()`
  `int`
  DataStorage.Iterator.`getInt()`
  Gets the current element as an `int`.
  `int[]`
  ArrayAccess.`getIntData()`
  Returns the array of this array access as an `int[]`.
  `long`
  DataStorage.AbstractIterator.`getLong()`
  `long`
  DataStorage.Iterator.`getLong()`
  Gets the current element as a `long`.
  `long[]`
  ArrayAccess.`getLongData()`
  Returns the array of this array access as a `long[]`.
  `final long`
  DataStorage.`getSize()`
  Return the size of the data storage, or the length of this sub-sequence if this data storage is a sub-sequence.
  `final ArrayAccess`
  DataStorage.`getTransposedArray(int mode, int startColumn, int columns, int rows)`
  Maps a transposed block of data to a memory array when the data is treated as a matrix.
  `protected abstract void`
  DataStorage.`implCopyFrom(DataStorage dataStorage, long size)`
  Copies the specified number of elements from another data storage to this data storage.
  `protected abstract ArrayAccess`
  DataStorage.`implGetArray(int mode, int startColumn, int columns, int rows)`
  Maps a block of data to a memory array when the data is treated as a matrix.
  `protected abstract ArrayAccess`
  DataStorage.`implGetArray(int mode, long offset, int length)`
  Gets an array access to the data of this data storage when it is treated as a linear block.
  `protected abstract long`
  DataStorage.`implGetSize()`
  Return the size of the whole data storage, not including sub-sequence settings.
  `protected abstract ArrayAccess`
  DataStorage.`implGetTransposedArray(int mode, int startColumn, int columns, int rows)`
  Maps a transposed block of data to a memory array when the data is treated as a matrix.
  `protected abstract void`
  DataStorage.`implSetSize(long size)`
  Sets the size of the data storage.
  `protected abstract DataStorage`
  DataStorage.`implSubsequence(long offset, long length)`
  Implementation of getting a subsequence of this data storage.
  `void`
  NTTStrategy.`inverseTransform(DataStorage dataStorage, int modulus, long totalTransformLength)`
  Perform an inverse transform on the data.
  `boolean`
  ApfloatImpl.`isOne()`
  Tests if this number is equal to 1.
  `boolean`
  ApfloatImpl.`isShort()`
  Returns if this `ApfloatImpl` is "short".
  `abstract DataStorage.Iterator`
  DataStorage.`iterator(int mode, long startPosition, long endPosition)`
  Constructs a new iterator.
  `ApfloatImpl`
  ApfloatImpl.`modShort(ApfloatImpl x)`
  Return the remainder when this `ApfloatImpl` is divided by an `ApfloatImpl` that is "short".
  `ApfloatImpl`
  ApfloatImpl.`multiply(ApfloatImpl x)`
  Multiply this object by an `ApfloatImpl`.
  `T`
  AdditionStrategy.`multiplyAdd(DataStorage.Iterator src1, DataStorage.Iterator src2, T src3, T carry, DataStorage.Iterator dst, long size)`
  Multiplication and addition in some base.
  `void`
  NTTStepStrategy.`multiplyElements(ArrayAccess arrayAccess, int startRow, int startColumn, int rows, int columns, long length, long totalTransformLength, boolean isInverse, int modulus)`
  Multiply each matrix element `(i, j)` by `wi * j / totalTransformLength`.
  `void`
  NTTConvolutionStepStrategy.`multiplyInPlace(DataStorage sourceAndDestination, DataStorage source, int modulus)`
  Linear multiplication in the number theoretic domain.
  `ApfloatImpl`
  ApfloatImpl.`negate()`
  Returns this `ApfloatImpl` negated.
  `void`
  DataStorage.AbstractIterator.`next()`
  Advances the position in the stream by one element.
  `void`
  DataStorage.Iterator.`next()`
  Advances the position in the stream by one element.
  `void`
  MatrixStrategy.`permuteToDoubleWidth(ArrayAccess arrayAccess, int n1, int n2)`
  Permute the rows of the n1 x n2 matrix so that it is shaped like a n1/2 x 2*n2 matrix.
  `void`
  MatrixStrategy.`permuteToHalfWidth(ArrayAccess arrayAccess, int n1, int n2)`
  Permute the rows of the n1 x n2 matrix so that it is shaped like a 2*n1 x n2/2 matrix.
  `ApfloatImpl`
  ApfloatImpl.`precision(long precision)`
  Returns this `ApfloatImpl` with the specified precision.
  `long`
  ApfloatImpl.`scale()`
  Returns the scale of this `ApfloatImpl`.
  `<T> void`
  DataStorage.Iterator.`set(Class<T> type, T value)`
  Sets the current element as the specified element type.
  `void`
  DataStorage.AbstractIterator.`setDouble(double value)`
  `void`
  DataStorage.Iterator.`setDouble(double value)`
  Sets the current element as a `double`.
  `void`
  DataStorage.AbstractIterator.`setFloat(float value)`
  `void`
  DataStorage.Iterator.`setFloat(float value)`
  Sets the current element as a `float`.
  `void`
  DataStorage.AbstractIterator.`setInt(int value)`
  `void`
  DataStorage.Iterator.`setInt(int value)`
  Sets the current element as an `int`.
  `void`
  DataStorage.AbstractIterator.`setLong(long value)`
  `void`
  DataStorage.Iterator.`setLong(long value)`
  Sets the current element as a `long`.
  `final void`
  DataStorage.`setReadOnly()`
  Sets this data storage as read-only.
  `final void`
  DataStorage.`setSize(long size)`
  Sets the size of the data storage.
  `void`
  BuilderFactory.`shutdown()`
  Shuts down the builder factory.
  `long`
  ApfloatImpl.`size()`
  Returns the size of the mantissa of this `ApfloatImpl`.
  `void`
  NTTConvolutionStepStrategy.`squareInPlace(DataStorage sourceAndDestination, int modulus)`
  Linear squaring in the number theoretic domain.
  `final DataStorage`
  DataStorage.`subsequence(long offset, long length)`
  Get a subsequence of this data storage.
  `T`
  AdditionStrategy.`subtract(DataStorage.Iterator src1, DataStorage.Iterator src2, T carry, DataStorage.Iterator dst, long size)`
  Subtraction in some base.
  `String`
  ApfloatImpl.`toString(boolean pretty)`
  Convert this `ApfloatImpl` to `String`.
  `void`
  NTTStrategy.`transform(DataStorage dataStorage, int modulus)`
  Perform a forward transform on the data.
  `void`
  Factor3NTTStepStrategy.`transformColumns(DataStorage dataStorage0, DataStorage dataStorage1, DataStorage dataStorage2, long startColumn, long columns, long power2length, long length, boolean isInverse, int modulus)`
  Transform the columns of a matrix using a 3-point transform.
  `void`
  NTTStepStrategy.`transformRows(ArrayAccess arrayAccess, int length, int count, boolean isInverse, boolean permute, int modulus)`
  Transform the rows of the data matrix.
  `void`
  MatrixStrategy.`transpose(ArrayAccess arrayAccess, int n1, int n2)`
  Transpose a n1 x n2 matrix.
  `void`
  MatrixStrategy.`transposeSquare(ArrayAccess arrayAccess, int n1, int n2)`
  Transpose a square n1 x n1 block of n1 x n2 matrix.
  `void`
  ApfloatImpl.`writeTo(Writer out, boolean pretty)`
  Print this `ApfloatImpl` to a stream.
  Constructors in org.apfloat.spi that throw ApfloatRuntimeException
  Modifier
  Constructor
  Description
  `protected`
  `AbstractIterator(int mode, long startPosition, long endPosition)`
  Construct a new iterator.