Proves Seidel and Pieri product formulas for Schubert classes in quantum K-theory of cominuscule flag varieties, expressed via quantum shapes.
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Generalized k-chromatic polynomials of graphs are expressed via dimensions of grade spaces in the associated free partially commutative Lie algebra using heaps of pieces.
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Seidel and Pieri products in cominuscule quantum K-theory
Proves Seidel and Pieri product formulas for Schubert classes in quantum K-theory of cominuscule flag varieties, expressed via quantum shapes.
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Generalized chromatic polynomials of graphs from Heaps of pieces
Generalized k-chromatic polynomials of graphs are expressed via dimensions of grade spaces in the associated free partially commutative Lie algebra using heaps of pieces.