Package org.apfloat.internal
Class DoubleCarryCRTStepStrategy
java.lang.Object
org.apfloat.internal.DoubleBaseMath
org.apfloat.internal.DoubleCRTMath
org.apfloat.internal.DoubleCarryCRTStepStrategy
- All Implemented Interfaces:
Serializable
,CarryCRTStepStrategy<double[]>
public class DoubleCarryCRTStepStrategy
extends DoubleCRTMath
implements CarryCRTStepStrategy<double[]>
Class for performing the final steps of a three-modulus
Number Theoretic Transform based convolution. Works for the
double
type.All access to this class must be externally synchronized.
- Since:
- 1.7.0
- Version:
- 1.9.0
- Author:
- Mikko Tommila
- See Also:
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Constructor Summary
ConstructorsConstructorDescriptionDoubleCarryCRTStepStrategy
(int radix) Creates a carry-CRT steps object using the specified radix. -
Method Summary
Modifier and TypeMethodDescriptiondouble[]
carry
(DataStorage dataStorage, long size, long resultSize, long offset, long length, double[] results, double[] previousResults) Propagate carries from the previous block computed with the CRT method.double[]
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.Methods inherited from class org.apfloat.internal.DoubleCRTMath
add, compare, divide, multiply, subtract
Methods inherited from class org.apfloat.internal.DoubleBaseMath
baseAdd, baseDivide, baseMultiplyAdd, baseSubtract
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Constructor Details
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DoubleCarryCRTStepStrategy
public DoubleCarryCRTStepStrategy(int radix) Creates a carry-CRT steps object using the specified radix.- Parameters:
radix
- The radix that will be used.
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Method Details
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crt
public double[] crt(DataStorage resultMod0, DataStorage resultMod1, DataStorage resultMod2, DataStorage dataStorage, long size, long resultSize, long offset, long length) throws ApfloatRuntimeException Description copied from interface:CarryCRTStepStrategy
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. Then it calculates the carries for the block of data to get the final result.Note that the return value's initial word may be zero or non-zero, depending on how large the result is.
Assumes that
MODULUS[0] > MODULUS[1] > MODULUS[2]
.- Specified by:
crt
in interfaceCarryCRTStepStrategy<double[]>
- Parameters:
resultMod0
- The result moduloMODULUS[0]
.resultMod1
- The result moduloMODULUS[1]
.resultMod2
- The result moduloMODULUS[2]
.dataStorage
- The destination data storage of the computation.size
- The number of elements in the whole data set.resultSize
- The number of elements needed in the final result.offset
- The offset within the data for the block to be computed.length
- Length of the block to be computed.- Returns:
- The carries overflowing from this block (two elements).
- Throws:
ApfloatRuntimeException
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carry
public double[] carry(DataStorage dataStorage, long size, long resultSize, long offset, long length, double[] results, double[] previousResults) throws ApfloatRuntimeException Description copied from interface:CarryCRTStepStrategy
Propagate carries from the previous block computed with the CRT method.- Specified by:
carry
in interfaceCarryCRTStepStrategy<double[]>
- Parameters:
dataStorage
- The destination data storage of the computation.size
- The number of elements in the whole data set.resultSize
- The number of elements needed in the final result.offset
- The offset within the data for the block to be computed.length
- Length of the block to be computed.results
- The carry overflow from this block (two elements).previousResults
- The carry overflow from the previous block (two elements).- Returns:
- The carries overflowing from this block (two elements).
- Throws:
ApfloatRuntimeException
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