Grove polynomials are defined and shown to be K-theoretically dual to quasisymmetric Schubert cells, providing a geometric interpretation for finite truncations of multi-fundamental quasisymmetric functions.
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Grove polynomials and $K$-theoretic quasisymmetry
Grove polynomials are defined and shown to be K-theoretically dual to quasisymmetric Schubert cells, providing a geometric interpretation for finite truncations of multi-fundamental quasisymmetric functions.