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Categories and category constructors implemented in MuPAD®

MuPAD Categories

Cat::AbelianGroupCategory of Abelian groups
Cat::AbelianMonoidCategory of Abelian monoids
Cat::AbelianSemiGroupCategory of Abelian semi-groups
Cat::CancellationAbelianMonoidCategory of abelian monoids with cancellation
Cat::CommutativeRingCategory of commutative rings
Cat::DifferentialRingCategory of ordinary differential rings
Cat::EntireRingCategory of entire rings
Cat::PartialDifferentialRingCategory of partial differential rings
Cat::RingCategory of rings
Cat::RngCategory of rings without unit
Cat::FiniteCollectionCategory of finite collections
Cat::HomogeneousFiniteCollectionCategory of homogeneous finite collections
Cat::HomogeneousFiniteProductCategory of homogeneous finite products
Cat::EuclideanDomainCategory of Euclidean domains
Cat::FactorialDomainCategory of factorial domains
Cat::FieldCategory of fields
Cat::GcdDomainCategory of integral domains with gcd
Cat::IntegralDomainCategory of integral domains
Cat::PrincipalIdealDomainCategory of principal ideal domains
Cat::MatrixCategory of matrices
Cat::OrderedSetCategory of ordered sets
Cat::PolynomialCategory of multivariate polynomials
Cat::SetCategory of sets of complex numbers
Cat::SquareMatrixCategory of square matrices
Cat::UnivariatePolynomialCategory of univariate polynomials
Cat::BaseCategoryBase category
Cat::AlgebraCategory of associative algebras
Cat::GroupCategory of groups
Cat::LeftModuleCategory of left R -modules
Cat::ModuleCategory of R-modules
Cat::MonoidCategory of monoids
Cat::QuotientFieldCategory of quotient fields
Cat::RightModuleCategory of right R-modules
Cat::SemiGroupCategory of semi-groups
Cat::SkewFieldCategory of skew fields
Cat::VectorSpaceCategory of vector spaces



Use only in the MuPAD Notebook Interface.

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