A probabilistic proof of Euler's formula for ζ(2n)

A1 Journal article (refereed)


Internal Authors/Editors


Publication Details

List of Authors: Bao Quoc Ta, Chung Pham Van
Publisher: Romanian Academy, Publishing House of the Romanian Academy
Place: Romanian Academy, Publishing House of the Romanian Academy
Publication year: 2019
Journal: MATHEMATICAL REPORTS
Volume number: 21
Issue number: 1


Abstract

 In this paper we utilize the probabilistic approach to Bernoulli polynomials to give a new proof of Euler's formula for $zeta(2n),$ where $n$ is a positive integer. 

Last updated on 2019-23-10 at 02:48

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