InvariantRing : Index
- Dade -- an optional argument for primaryInvariants determining whether to use the Dade algorithm
- DegreeVector -- an optional argument for primaryInvariants that finds invariants of certain degrees
- generateGroup -- a brute-force algorithm to generate a group from a list of matrices
- generateGroup(..., OrderBound => ...) -- an optional argument for generateGroup that bounds the permissible order of the group
- generateGroup(List,Ring) -- a brute-force algorithm to generate a group from a list of matrices
- hsop algorithms -- an overview of the algorithms used in primaryInvariants
- InvariantRing -- a package to construct the invariant ring of a finite group
- invariantRing -- calculates a Hironaka decomposition for the invariant ring of a finite group
- invariantRing(..., DegreeVector => ...) -- an optional argument for invariantRing that finds primary invariants of certain degrees
- invariantRing(..., IsGroup => ...) -- an optional argument for invariantRing that specifies whether the List is a group
- invariantRing(..., PrintDegreePolynomial => ...) -- an optional argument for invariantRing that determines the printing of an informative polynomial
- invariantRing(PolynomialRing,List) -- calculates a Hironaka decomposition for the invariant ring of a finite group
- IsGroup -- an optional argument for invariantRing that specifies whether the List is a group
- molienSeries -- computes the Molien (Hilbert) series of the invariant ring of a finite group
- molienSeries(List) -- computes the Molien (Hilbert) series of the invariant ring of a finite group
- OrderBound -- an optional argument for generateGroup that bounds the permissible order of the group
- primaryInvariants -- computes a list of primary invariants for the invariant ring of a finite group
- primaryInvariants(..., Dade => ...) -- an optional argument for primaryInvariants determining whether to use the Dade algorithm
- primaryInvariants(..., DegreeVector => ...) -- an optional argument for primaryInvariants that finds invariants of certain degrees
- primaryInvariants(PolynomialRing,List) -- computes a list of primary invariants for the invariant ring of a finite group
- PrintDegreePolynomial -- an optional argument for secondaryInvariants that determines the printing of an informative polynomial
- reynoldsOperator -- the Reynolds operator for averaging a polynomial over a finite group
- reynoldsOperator(RingElement,List) -- the Reynolds operator for averaging a polynomial over a finite group
- secondaryInvariants -- computes secondary invariants for the invariant ring of a finite group
- secondaryInvariants(..., PrintDegreePolynomial => ...) -- an optional argument for secondaryInvariants that determines the printing of an informative polynomial
- secondaryInvariants(List,List) -- computes secondary invariants for the invariant ring of a finite group