Polynomial Identities for Binomial Sums of Harmonic Numbers of Higher Order

Authors

• Takao Komatsu, Nagasaki University
• B. Sury, Indian Statistical Institute Bangalore

Article Type

Research Article

Publication Title

Mathematics

Abstract

We study the formulas for binomial sums of harmonic numbers of higher order (Formula presented.) Recently, Mneimneh proved that (Formula presented.). In this paper, we find several different expressions of (Formula presented.) for (Formula presented.).

DOI

10.3390/math13020321

Publication Date

1-1-2025

Recommended Citation

Komatsu, Takao and Sury, B., "Polynomial Identities for Binomial Sums of Harmonic Numbers of Higher Order" (2025). Journal Articles. 5528.
https://digitalcommons.isical.ac.in/journal-articles/5528