Reductive Groups
- Introduction
- Creation of Reductive Groups
ReductiveGroup(G0, Comp): GrpLie, Grp → GrpRedReductiveGroup(group_data): List → GrpRedSymplecticGroup(V): SpcPlr → GrpRedSymplecticGroup(n, F): RngIntElt, Fld → GrpRedSymplecticGroup(Q): AlgMatElt[Fld] → GrpRedSymplecticGroup(Q): AlgMatElt[Rng] → GrpRedOrthogonalGroup(V): SpcPlr → GrpRedOrthogonalGroup(n, F): RngIntElt, Fld → GrpRedOrthogonalGroup(Q): AlgMatElt[Fld] → GrpRedOrthogonalGroup(Q): AlgMatElt[Rng] → GrpRedSpecialOrthogonalGroup(V): SpcPlr → GrpRedSpecialOrthogonalGroup(n, F): RngIntElt, Fld → GrpRedSpecialOrthogonalGroup(Q): AlgMatElt[Fld] → GrpRedSpecialOrthogonalGroup(Q): AlgMatElt[Rng] → GrpRedUnitaryGroup(V): SpcPlr → GrpRedUnitaryGroup(n, F): RngIntElt, Fld → GrpRedUnitaryGroup(Q): AlgMatElt[Fld] → GrpRedUnitaryGroup(Q): AlgMatElt[Rng] → GrpRed
- Properties of Reductive Groups
- Operations on Reductive Groups
- Elements of Reductive Groups
