# Constant Term Methods in the Theory of Tesler Matrices and Macdonald Polynomial Operators

Annals of Combinatorics, 2013.

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The Tesler matrices with hook sums (a 1, a 2, . . . , a n ) are non-negative integral upper triangular matrices, whose i th diagonal element plus the sum of the entries in the arm of its (french) hook minus the sum of the entries in its leg is equal to a i for all i. In a recent paper [6], the second author expressed the Hilbert seri...More

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