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- W3109224169 abstract "We prove that for every complex classical group $G$ the string polytope associated to a special reduced decomposition and any dominant integral weight $lambda$ will be a lattice polytope if and only if the highest weight representation of the Lie algebra of $G$ with highest weight $lambda$ integrates to a representation of $G$ itself. This affirms an earlier conjecture and shows that every partial flag variety of a complex classical group admits a flat projective degeneration to a Gorenstein Fano toric variety." @default.
- W3109224169 created "2020-12-07" @default.
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- W3109224169 date "2020-11-24" @default.
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- W3109224169 title "A diagrammatic approach to string polytopes" @default.
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