Symmetric variety
In algebraic geometry, a symmetric variety is an algebraic analogue of a symmetric space in differential geometry, given by a quotient G/''H of a reductive algebraic group G'' by the subgroup H fixed by some involution of G.
In algebraic geometry, a symmetric variety is an algebraic analogue of a symmetric space in differential geometry, given by a quotient G/''H of a reductive algebraic group G'' by the subgroup H fixed by some involution of G.