Invariant convex cone
In mathematics, an invariant convex cone is a closed convex cone in a Lie algebra of a connected Lie group that is invariant under inner automorphisms. The study of such cones was initiated by Ernest Vinberg and Bertram Kostant. For the real symplectic group, the maximal and minimal cone coincide, so there is only one invariant convex cone. When one is properly contained in the other, there is a continuum of intermediate invariant convex cones.
Link from a Wikipage to another Wikipage
primaryTopic
Invariant convex cone
In mathematics, an invariant convex cone is a closed convex cone in a Lie algebra of a connected Lie group that is invariant under inner automorphisms. The study of such cones was initiated by Ernest Vinberg and Bertram Kostant. For the real symplectic group, the maximal and minimal cone coincide, so there is only one invariant convex cone. When one is properly contained in the other, there is a continuum of intermediate invariant convex cones.
has abstract
In mathematics, an invariant c ...... mplectic Olshanskii semigroup.
@en
Wikipage page ID
39,078,438
page length (characters) of wiki page
Wikipage revision ID
997,606,253
Link from a Wikipage to another Wikipage
wikiPageUsesTemplate
hypernym
type
comment
In mathematics, an invariant c ...... ediate invariant convex cones.
@en
label
Invariant convex cone
@en