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On the Moments of Squared Binomial Coefficients




AuthorsGogin Nikita, Hirvensalo Mika

Conference nameInternational Conference on Polynomial Computer Algebra

PublisherVVM Publishing

Publication year2020

Book title International Conference Polynomial Computer Algebra ‘2020; St. Petersburg, October 12–17 2020, Euler International Mathematical Institute

First page 65

Last page69

ISBN978-5-9651-0568-7

Web address https://pca-pdmi.ru/2020/pca2020_book.pdf

Self-archived copy’s web addresshttps://research.utu.fi/converis/portal/detail/Publication/51882140


Abstract

Abstract. Explicit recurrent formulas for ordinary and alternated power moments of the squared binomial coefficients are derived in this article. Every
such moment proves to be a linear combination of the previous ones via a
coecient list of the relevant Krawtchouk polynomial.


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Last updated on 2024-26-11 at 16:07