D.6.1.5 cyclotomic | | cyclotomic polynomial |
D.6.1.6 group_reynolds | | finite group and Reynolds operator (R.o.) |
D.6.1.7 molien | | Molien series (M.s.) |
D.6.1.8 reynolds_molien | | Reynolds operator and Molien series |
D.6.1.9 partial_molien | | partial expansion of Molien series |
D.6.1.10 evaluate_reynolds | | image under the Reynolds operator |
D.6.1.11 invariant_basis | | basis of homogeneous invariants of a degree |
D.6.1.12 invariant_basis_reynolds | | as invariant_basis(), with R.o. |
D.6.1.13 primary_char0 | | primary invariants in char 0 |
D.6.1.14 primary_charp | | primary invariant in char p |
D.6.1.15 primary_char0_no_molien | | p.i., char 0, without Molien series |
D.6.1.16 primary_charp_no_molien | | p.i., char p, without Molien series |
D.6.1.17 primary_charp_without | | p.i., char p, without R.o. or Molien series |
D.6.1.18 primary_char0_random | | primary invariants in char 0, randomized |
D.6.1.19 primary_charp_random | | primary invariants in char p, randomized |
D.6.1.20 primary_char0_no_molien_random | | p.i., char 0, without M.s., randomized |
D.6.1.21 primary_charp_no_molien_random | | p.i., char p, without M.s., randomized |
D.6.1.22 primary_charp_without_random | | p.i., char p, without R.o. or M.s., random. |
D.6.1.23 power_products | | exponents for power products |
D.6.1.24 secondary_char0 | | secondary (s.i.) invariants in char 0 |
D.6.1.25 secondary_charp | | secondary invariants in char p |
D.6.1.26 secondary_no_molien | | secondary invariants, without Molien series |
D.6.1.27 secondary_and_irreducibles_no_molien | | s.i. & irreducible s.i., without M.s. |
D.6.1.28 secondary_not_cohen_macaulay | | s.i. when invariant ring not Cohen-Macaulay |
D.6.1.29 orbit_variety | | ideal of the orbit variety |
D.6.1.30 relative_orbit_variety | | ideal of a relative orbit variety |
D.6.1.31 image_of_variety | | ideal of the image of a variety |