Uses of Package
cc.redberry.rings

Packages that use cc.redberry.rings

Package	Description
cc.redberry.rings
cc.redberry.rings.io
cc.redberry.rings.linear
cc.redberry.rings.poly
cc.redberry.rings.poly.multivar
cc.redberry.rings.poly.univar

Classes in cc.redberry.rings used by cc.redberry.rings

Class and Description
ARing Abstract ring which holds perfect power decomposition of its cardinality.
ChineseRemainders.ChineseRemaindersMagic Magic data to make CRT faster via precomputing Bezout coefficients
ChineseRemainders.ChineseRemaindersMagicZp64
FactorDecomposition Factor decomposition of element.
Integers The ring of integers (Z).
IntegersZp Ring of integers modulo some modulus.
IntegersZp64 Zp ring over machine numbers which provides fast modular arithmetic.
Rational
Rationals The ring of rationals (Q).
Ring Ring of elements.

Classes in cc.redberry.rings used by cc.redberry.rings.io

Class and Description
Rational
Rationals The ring of rationals (Q).
Ring Ring of elements.

Classes in cc.redberry.rings used by cc.redberry.rings.linear

Class and Description
IntegersZp64 Zp ring over machine numbers which provides fast modular arithmetic.
Ring Ring of elements.

Classes in cc.redberry.rings used by cc.redberry.rings.poly

Class and Description
ARing Abstract ring which holds perfect power decomposition of its cardinality.
FactorDecomposition Factor decomposition of element.
ImageRing A ring obtained via isomorphism specified by ImageRing.image(Object) and ImageRing.inverse(Object) functions.
Rational
Ring Ring of elements.

Classes in cc.redberry.rings used by cc.redberry.rings.poly.multivar

Class and Description
IntegersZp64 Zp ring over machine numbers which provides fast modular arithmetic.
Rational
Ring Ring of elements.

Classes in cc.redberry.rings used by cc.redberry.rings.poly.univar

Class and Description
ChineseRemainders.ChineseRemaindersMagic Magic data to make CRT faster via precomputing Bezout coefficients
IntegersZp Ring of integers modulo some modulus.
IntegersZp64 Zp ring over machine numbers which provides fast modular arithmetic.
Rational
Ring Ring of elements.