group_operations.at Function References¶

inner_forms¶

inner_forms:RealForm G->real_forms(InnerClass Defined in line number 12.

print_real_forms¶

print_real_forms:InnerClass ic->void Defined in line number 14.

print_inner_forms¶

print_inner_forms:RealForm G->void Defined in line number 17.

split_form¶

split_form:InnerClass ic->RealForm Defined in line number 24.

*¶

*:RootDatum R,RootDatum S->RootDatum Defined in line number 36.

*¶

*:InnerClass ic1,InnerClass ic2->InnerClass Defined in line number 40.

*¶

*:RealForm G,RealForm H->RealForm Defined in line number 45.

radical¶

radical:RootDatum rd->RootDatum Defined in line number 56.

radical¶

radical:InnerClass ic->RealForm Defined in line number 59.

derived¶

derived:InnerClass ic->InnerClass Defined in line number 69.

mod_central_torus¶

mod_central_torus:InnerClass ic->InnerClass Defined in line number 73.

adjoint_transform¶

adjoint_transform:RootDatum rd, mat theta->mat Defined in line number 78.

adjoint¶

adjoint:InnerClass ic->InnerClass Defined in line number 83.

derived¶

derived:RealForm G->RealForm Defined in line number 89.

adjoint¶

adjoint:RealForm G->RealForm Defined in line number 100.

is_relatively_split¶

is_relatively_split:RealForm G->bool Defined in line number 111.

adjoint_info¶

adjoint_info:RootDatum rd->(RootDatum,mat) Defined in line number 135.

Adjoint root datum and change of basis matrix

simply_connected_cover_info¶

simply_connected_cover_info:RootDatum rd->(RootDatum, ratmat) Defined in line number 142.

Simply connected cover of complex group, with change of basis matrix

simply_connected_cover¶

simply_connected_cover:RootDatum rd->RootDatum Defined in line number 150.

simply_connected_cover_derived_info¶

simply_connected_cover_derived_info:RootDatum rd->(RootDatum,ratmat) Defined in line number 154.

Simply connected cover of derived group, with change of basis matrix

simply_connected_cover_derived¶

simply_connected_cover_derived:RootDatum rd->RootDatum Defined in line number 159.