An adaptive strategy using Ehrhart-Macdonald reciprocity for negative-integer evaluations speeds up Ehrhart polynomial computation for Gelfand-Tsetlin polytopes arising from Kostka coefficients.
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2026 2representative citing papers
Determinantal formulae for generating functions of totally symmetric plane partitions are derived, yielding lattice path and tableaux models that generalize the dual Littlewood identities.
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Fast computation of Ehrhart polynomials of Gelfand--Tsetlin polytopes via Macdonald reciprocity
An adaptive strategy using Ehrhart-Macdonald reciprocity for negative-integer evaluations speeds up Ehrhart polynomial computation for Gelfand-Tsetlin polytopes arising from Kostka coefficients.
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Determinantal formulae for a symmetric generating function of totally symmetric plane partitions
Determinantal formulae for generating functions of totally symmetric plane partitions are derived, yielding lattice path and tableaux models that generalize the dual Littlewood identities.