Invariant Linear Connections on Homogeneous Symplectic Varieties
We find all homogeneous symplectic varieties of connected reductive algebraic groups that admit an invariant linear connection.
math.AG↗
arXiv subjects
Publications and source records attributed to E. Tevelev.
We find all homogeneous symplectic varieties of connected reductive algebraic groups that admit an invariant linear connection.
The paper deals with the configuration of subalgebras in generic $n$-dimensional $k$-argument anticommutative algebras and ``regular'' anticommutative algebras.