16namespace layer5_applications {
17namespace orthogonal_geometry_applications {
63 int f_v = (verbose_level >= 1);
66 cout <<
"blt_set_with_action::init_set" << endl;
80 cout <<
"blt_set_with_action::init_set done" << endl;
88 int f_v = (verbose_level >= 1);
91 cout <<
"blt_set_with_action::init_orbits_on_points" << endl;
95 cout <<
"blt_set_with_action action "
103 cout <<
"blt_set_with_action action "
104 "on points done" << endl;
109 cout <<
"computing orbits on points:" << endl;
115 <<
" orbits on points" << endl;
119 cout <<
"blt_set_with_action::init_orbits_on_points done" << endl;
131 ost <<
"The automorphism group has order " << go <<
".\\\\" << endl;
132 ost <<
"\\bigskip" << endl;
133 ost <<
"Orbits of the automorphism group on points "
134 "of the BLT-set:\\\\" << endl;
138 ost <<
"The automorphism group is not available.\\\\" << endl;
145 int f_v = (verbose_level >= 1);
148 cout <<
"blt_set_with_action::report" << endl;
152 ost <<
"The stabilizer is generated by:\\\\" << endl;
159 cout <<
"blt_set_with_action::report done" << endl;
invariants of a BLT-sets in Q(4,q)
void latex(std::ostream &ost, int verbose_level)
void init(blt_set_domain *D, long int *the_set, int verbose_level)
long int * the_set_in_orthogonal
a class to represent arbitrary precision integers
a permutation group in a fixed action.
action * restricted_action(long int *points, int nb_points, int verbose_level)
void print_and_list_orbits_sorted_by_length_tex(std::ostream &ost)
a strong generating set for a permutation group with respect to a fixed action
void print_generators_tex()
schreier * orbits_on_points_schreier(actions::action *A_given, int verbose_level)
void group_order(ring_theory::longinteger_object &go)
groups::schreier * Orbits_on_points
void report(std::ostream &ost, int verbose_level)
groups::strong_generators * Aut_gens
void init_orbits_on_points(int verbose_level)
orthogonal_geometry::blt_set_invariants * Inv
actions::action * A_on_points
void init_set(actions::action *A, orthogonal_geometry::blt_set_domain *Blt_set_domain, long int *set, groups::strong_generators *Aut_gens, int verbose_level)
orthogonal_geometry::blt_set_domain * Blt_set_domain
void print_automorphism_group(std::ostream &ost)
the orbiter library for the classification of combinatorial objects