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Basic hypergeometric summations from rook theory

Published 13 Jun 2016 in math.CO | (1606.03877v1)

Abstract: We employ a one-variable extension of q-rook theory to give combinatorial proofs of some basic hypergeometric summations, including the q-Pfaff-Saalsch\"utz summation and a 4phi3 summation by Jain.

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