factor-1.5: Factoring integers and polynomials

Index - S

selectPolynomialFactor.Nfs
selectPolynomialBaseFactor.Nfs
selectPolynomialCoeffFactor.Nfs
selectPolynomialDegreeFactor.Nfs
setQuadraticCharacterConfigFactor.Nfs
setVerboseConfigFactor.Nfs
simpleRoot 
1 (Function)Factor.Zx
2 (Function)Factor.Gfpx
simplifyFactor.Term
singletonFactor.Util
singularFactor.Ec
SmallestPolynomialCoeffFactor.Nfs
smoothNfzwFactor.Nfs
smoothProbFactor.Prime
smoothProbTrialsFactor.Prime
smoothUnderFactor.Prime
smoothUnderLowerBoundFactor.Prime
spaceParserFactor.Term
spaces1ParserFactor.Term
spacesParserFactor.Term
splitBerlekampFactor.Gfpx
sqrtFactor.Prime
square 
1 (Function)Factor.Prime
2 (Function)Factor.Zx
3 (Function)Factor.Gfpx
squareFree 
1 (Function)Factor.Zx
2 (Function)Factor.Gfpx
squareFreeDecomposition 
1 (Function)Factor.Zx
2 (Function)Factor.Gfpx
squareFreeRecomposition 
1 (Function)Factor.Zx
2 (Function)Factor.Gfpx
squareRemainderFactor.Gfpx
subtermRewriteFactor.Term
subtermsFactor.Term
subtract 
1 (Function)Factor.Gaussian
2 (Function)Factor.Prime
3 (Function)Factor.Zx
4 (Function)Factor.Gfpx
5 (Function)Factor.Value
subtractNegate2RewriteFactor.Term
SubtractTermFactor.Term
suitablePrimeFactor.Bz
sum 
1 (Function)Factor.Prime
2 (Function)Factor.Zx
3 (Function)Factor.Gfpx
sumToDocFactor.Term
supersingularFactor.Ec
swinnertonDyerFactor.Zx