![]() |
Orbiter 2022
Combinatorial Objects
|
Go to the source code of this file.
Classes | |
| class | orbiter::layer3_group_actions::groups::direct_product |
| the direct product of two matrix groups in product action More... | |
| class | orbiter::layer3_group_actions::groups::exceptional_isomorphism_O4 |
| exceptional isomorphism between orthogonal groups: O4, O5 and GL(2,q) More... | |
| class | orbiter::layer3_group_actions::groups::linear_group_description |
| description of a linear group from the command line More... | |
| class | orbiter::layer3_group_actions::groups::linear_group |
| creates a linear group from command line arguments using linear_group_description More... | |
| class | orbiter::layer3_group_actions::groups::matrix_group |
| a matrix group over a finite field in projective, vector space or affine action More... | |
| class | orbiter::layer3_group_actions::groups::orbits_on_something |
| compute orbits of a group in a given action; allows file io More... | |
| class | orbiter::layer3_group_actions::groups::permutation_group_create |
| a domain for permutation groups whose elements are given in the permutation representation More... | |
| class | orbiter::layer3_group_actions::groups::permutation_group_description |
| a domain for permutation groups whose elements are given in the permutation representation More... | |
| class | orbiter::layer3_group_actions::groups::permutation_representation_domain |
| a domain for permutation groups whose elements are given in the permutation representation More... | |
| class | orbiter::layer3_group_actions::groups::permutation_representation |
| homomorphism to a permutation group More... | |
| class | orbiter::layer3_group_actions::groups::schreier |
| Schreier trees for orbits of groups on points. More... | |
| class | orbiter::layer3_group_actions::groups::schreier_sims |
| Schreier Sims algorithm to create the stabilizer chain of a permutation group. More... | |
| class | orbiter::layer3_group_actions::groups::sims |
| a permutation group represented via a stabilizer chain More... | |
| class | orbiter::layer3_group_actions::groups::strong_generators |
| a strong generating set for a permutation group with respect to a fixed action More... | |
| class | orbiter::layer3_group_actions::groups::subgroup |
| a subgroup of a group using a list of elements More... | |
| class | orbiter::layer3_group_actions::groups::sylow_structure |
| The Sylow structure of a finite group. More... | |
| class | orbiter::layer3_group_actions::groups::wreath_product |
| the wreath product group GL(d,q) wreath Sym(n) More... | |
Namespaces | |
| namespace | orbiter |
| the orbiter library for the classification of combinatorial objects | |
| namespace | orbiter::layer3_group_actions |
| groups and group actions, induced group actions | |
| namespace | orbiter::layer3_group_actions::groups |
| an implementation of various types of permutation groups using stabilizer chains | |
Functions | |
| void | orbiter::layer3_group_actions::groups::choose_random_generator_derived_group (sims *G, int *Elt, int verbose_level) |