most citedOn the structure of Borel stable abelian subalgebras in infinitesimal symmetric spaces

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math.RT2011★ 4 cited

On the structure of Borel stable abelian subalgebras in infinitesimal symmetric spaces

Paola Cellini, Pierluigi Moseneder Frajria, Paolo Papi +1

Let g=g_0+g_1 be a Z_2-graded Lie algebra. We study the posets of abelian subalgebras of g_1 which are stable w.r.t. a Borel subalgebra of g_0. In particular, we find out a natural…