General Rings, Ideals, and Morphisms

• Rings
• Ideals of commutative rings.
• Monoid of ideals in a commutative ring
• Generic implementation of one- and two-sided ideals of non-commutative rings.
• Homomorphisms of rings
• Space of homomorphisms between two rings
• Infinity Rings
• Fraction Field of Integral Domains
• Fraction Field Elements
• Univariate rational functions over prime fields
• Quotient Rings
• Quotient Ring Elements
• Classical Invariant Theory
• C-Finite Sequences
• Cython wrapper for bernmm library
• Bernoulli numbers modulo p
• Big O for various types (power series, p-adics, etc.)
• Continued fraction field
• Integer factorization functions
• Basic arithmetic with c-integers.
• Miscellaneous utilities
• Monomials
• Abstract base class for commutative algebras
• Base class for commutative algebra elements
• Abstract base class for commutative rings
• Base class for commutative ring elements
• Base class for Dedekind domains
• Base class for Dedekind domain elements
• Abstract base class for Euclidean domains
• Base class for Euclidean domain elements
• Abstract base class for fields
• Base class for field elements
• Abstract base class for integral domains
• Base class for integral domain elements
• Abstract base class for principal ideal domains
• Base class for principal ideal domain elements
• Base class for ring elements

Indices and Tables

• Index
• Module Index
• Search Page