QuotientRing -- the class of all quotient rings
Functions and methods returning a quotient ring:
Methods that use a quotient ring:
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ambient(QuotientRing) -- see ambient(Ring) -- ambient polynomial ring
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codim(QuotientRing) -- compute the codimension
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degreeGroup(QuotientRing) (missing documentation)
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degrees(QuotientRing) -- see degrees(Ring) -- degrees of generators
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describe(QuotientRing) -- see describe -- real description
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dim(QuotientRing) -- see dim(Ring) -- compute the Krull dimension
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flattenRing(QuotientRing) -- see flattenRing -- write a ring as a (quotient of a) polynomial ring
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heft(QuotientRing) -- see heft -- heft vector of ring or monoid
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hilbertSeries(QuotientRing) -- see hilbertSeries(PolynomialRing) -- compute the Hilbert series of a ring
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ideal(QuotientRing) -- see ideal(Ring) -- returns the defining ideal
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isAffineRing(QuotientRing) -- see isAffineRing -- whether something is an affine ring
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isHomogeneous(QuotientRing) (missing documentation)
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isQuotientOf(Ring,QuotientRing) -- see isQuotientOf(Ring,Ring) -- whether one ring is a quotient of another
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isQuotientOf(Type,QuotientRing) -- see isQuotientOf(Type,Ring) -- whether one ring is a quotient of a ring of a given type
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isQuotientRing(QuotientRing) -- see isQuotientRing -- whether something is a quotient ring
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isSkewCommutative(QuotientRing) -- see isSkewCommutative -- whether a ring has skew commuting variables
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isWeylAlgebra(QuotientRing) (missing documentation)
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newRing(QuotientRing) -- see newRing -- make a copy of a ring, with some features changed
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numgens(QuotientRing) -- see numgens(Ring) -- number of generators of a polynomial ring
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options(QuotientRing) -- see options(Monoid) -- get values used for optional arguments
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precision(QuotientRing) -- see precision
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presentation(PolynomialRing,QuotientRing) -- presentation of a quotient ring
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presentation(QuotientRing) -- see presentation(PolynomialRing,QuotientRing) -- presentation of a quotient ring
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trim(QuotientRing) -- see trim -- minimize generators and relations