Uses of Class
shh.csparse.SparseEltEuc

Packages that use SparseEltEuc

shh.csparse

Uses of SparseEltEuc in shh.csparse

Subclasses of SparseEltEuc in shh.csparse

class	SparseEltField A class of SparseElts should implement this interface if its underlying integral domain is a field.
class	SparseEltMod2 Elements of a sparse vector over the finite field F2 = Z/(2) of two elements.
class	SparseEltModp Elements of a sparse vector over the finite field Fp = Z/(p) of p elements.
class	SparseEltZ Elements of a sparse vector over the ring of integers Z, in arbitrary precision.
class	SparseEltZBig Elements of a sparse vector over Z, using arbitrary-precision integers (BigIntegers).
class	SparseEltZInt Elements of a sparse vector over Z, using int to store the values.

Methods in shh.csparse that return SparseEltEuc

SparseEltEuc	SparseEltMod2.negClosestQuotient(SparseEltEuc y)
SparseEltEuc	SparseEltZInt.negClosestQuotient(SparseEltEuc y)
SparseEltEuc	SparseEltModp.negClosestQuotient(SparseEltEuc y)
SparseEltEuc	SparseEltZBig.negClosestQuotient(SparseEltEuc y)
abstract SparseEltEuc	SparseEltEuc.negClosestQuotient(SparseEltEuc y) Negative of the closest quotient: returns q such that q * y + this is as small as possible for eucNorm().

Methods in shh.csparse with parameters of type SparseEltEuc

SparseEltEuc	SparseEltMod2.negClosestQuotient(SparseEltEuc y)
SparseEltEuc	SparseEltZInt.negClosestQuotient(SparseEltEuc y)
SparseEltEuc	SparseEltModp.negClosestQuotient(SparseEltEuc y)
SparseEltEuc	SparseEltZBig.negClosestQuotient(SparseEltEuc y)
abstract SparseEltEuc	SparseEltEuc.negClosestQuotient(SparseEltEuc y) Negative of the closest quotient: returns q such that q * y + this is as small as possible for eucNorm().