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Hankel determinants of convolution powers of Catalan numbers revisited

Published 17 Mar 2024 in math.CO | (2403.11244v1)

Abstract: Using a slightly generalized result of George Andrews and Jet Wimp this note gives a simple computational proof of some Hankel determinants of backwards shifts of convolution powers of Catalan numbers and obtains analogous results for Narayana polynomials.

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Authors (1)

  1. Johann Cigler 

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