2021Unpublished venueOpen access

New reflection formulas for Euler sums

Marc-Antoine Coppo, Bernard Candelpergher

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Abstract

In this study, we apply the Ramanujan summation method to a certain class of Euler sums and provide new reflection formulas that extend the well-known relations of symmetry between reciprocal linear Euler sums.

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What this paper is about

In this study, we apply the Ramanujan summation method to a certain class of Euler sums and provide new reflection formulas that extend the well-known relations of symmetry between reciprocal linear Euler sums.

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Available abstract

In this study, we apply the Ramanujan summation method to a certain class of Euler sums and provide new reflection formulas that extend the well-known relations of symmetry between reciprocal linear Euler sums.

Key concepts: Reflection (computer programming), Euler's formula, Mathematics, Calculus (dental), Computer science, Mathematical analysis, Programming language, Medicine

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