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Quasi-flag manifolds and moment graphs
We introduce and study a new class of topological $G$-spaces generalizing the classical flag manifolds $G/T$ of compact connected Lie groups. These spaces, which we call the $m$-quasi-flag manifolds $ F_m = F_m(G,T) $, are topological realizations of the algebras $ Q_k(W) $ of $k$-quasi-invariant po
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