wreps_type_C.at Function IndexΒΆ


Functions

Function Argument(s) -> Results
normalize [int] v->[int]
expand [int] v, int r->[int]
normalize Symbol S->Symbol
rank [int] f->int
rank Symbol S->int
symbol Orbit P->Symbol
wrep Symbol S->Wrep
wrep Orbit P->Wrep
orbit Symbol S->Orbit
symbol Wrep sigma->Symbol
orbit Wrep sigma->Orbit
= Wrep  a,Wrep b->bool
symbols_equal Symbol a,Symbol b->bool
dimension Wrep sigma->int
is_special Symbol S->bool
is_special Orbit P->bool
is_special Wrep sigma->bool
special_star Symbol S->string
special_star Orbit P->string
special_star Wrep sigma->string
symbols RootDatum rd->[Symbol]
wreps RootDatum rd->[Wrep]
cut_off_string [int] v)=(int,[int]->last(#v, (int i)bool
cut_off_last_string [int] v->(int,[int])
extract_strings [int] v->[int]
A_Levi_factor int rank, [int] tau->[int]
AC_Levi_factor int rank, [int] tau->(int,[int])
is_max [[int]] taus,[int] tau->bool
max_only [[int]] taus->[[int]]
Levi_signature int rank,[[int]] tau_invariants->([[int]],[(int,[int])])
max_first_entry [[int]] v->int
keep_by_first_entry [[int]] v,int k->[[int]]
keep_by_first_entry_and_truncate [[int]] v,int k->[[int]]
max_tagged_entry [(int,[int])] v->int
keep_by_first_entry [(int,[int])] v,int k->[(int,[int])]
keep_by_first_entry_and_truncate [(int,[int])] v,int k->[(int,[int])]
wrep int rank,[[int]] tau_invariants->Wrep
wrep Block B,[int] cell->Wrep
wreps Block B,[[int]] cells->[Wrep]
print_wreps_cpt Block B,[[int]] cells->void
print_wreps Block B,[[int]] cells->void

Data Types

Data Type Name Definition
Orbit [int]
Symbol [[int]]
Wrep ([int],[int])