On a multiple harmonic power series
Number Theory
2007-05-23 v2
Authors:
Michel Emery
Abstract
The formulas discussed in the previous version are not new.
Cite
@article{arxiv.math/0411267,
title = {On a multiple harmonic power series},
author = {Michel Emery},
journal= {arXiv preprint arXiv:math/0411267},
year = {2007}
}
Related papers
View all related →
Mathematical Physics · Physics
On harmonic binomial series
Mark W. Coffey
2008-12-10
Number Theory · Mathematics
On Two Types of Harmonic Number Identities
Maarten Kronenburg
2012-02-23
Combinatorics · Mathematics
On Powers of Some Power Series
Milan Janjic
2010-11-03
Number Theory · Mathematics
Note on cyclic sum of certain parametrized multiple series
Masahiro Igarashi
2022-06-03
Number Theory · Mathematics
Generalized Harmonic Progression Part II
Jose Risomar Sousa
2021-08-05
High Energy Physics - Theory · Physics
Further remarks on quantum mechanics and integrable systems
Robert Carroll
2007-05-23
Number Theory · Mathematics
On hyperquadratic continued fractions in power series fields over a finite field
Alain Lasjaunias
2014-02-21
Number Theory · Mathematics
Generalized Harmonic Numbers
Jose Risomar Sousa
2026-04-28
Number Theory · Mathematics
A set of formulas for primes
Simon Plouffe
2022-04-08
Number Theory · Mathematics
On four families of power series involving harmonic numbers and central binomial coefficients
J. Braun, D. Romberger, H. J. Bentz
2020-06-24
Number Theory · Mathematics
On the Cycle Structure of Repeated Exponentiation Modulo a Prime Power
Min Sha
2011-08-23
Number Theory · Mathematics
Integrals of polylogarithms and infinite series involving generalized harmonic numbers
Rusen Li
2021-03-24
Commutative Algebra · Mathematics
On composition of muiltivariable formal power series
Motaz Mokatren
2025-04-08
Number Theory · Mathematics
Identities for the shifted harmonic numbers and binomial coefficients
Ce Xu
2017-03-30
Symbolic Computation · Computer Science
Power Series Composition and Change of Basis
Alin Bostan, Bruno Salvy, Éric Schost
2013-06-19
Quantum Physics · Physics
Construction of potential functions associated with a given energy spectrum -- An inverse problem. II
Abdulaziz D. Alhaidari, Houcine Aounallah
2020-09-28
Number Theory · Mathematics
Generalized Harmonic Progression
Jose Risomar Sousa
2026-05-12
Combinatorics · Mathematics
Power sum identities with generalized Stirling numbers
Khristo N. Boyadzhiev
2016-10-10
Combinatorics · Mathematics
Power series with inverse binomial coefficients and harmonic numbers
Khristo N. Boyadzhiev
2021-03-03
Complex Variables · Mathematics
An irreducibility criterion for power series
Guillaume Rond, Bernd Schober
2016-05-19
History and Overview · Mathematics
New formulas and trees of Pythagorean triples
Pavlo Deriy
2023-10-25
Commutative Algebra · Mathematics
A note on multiplicative roots of multivariable formal power series
Piotr Maćkowiak, Motaz Mokatren
2025-02-11
Number Theory · Mathematics
On harmonic sums and alternating Euler sums
Zhong-hua Li
2011-05-10
Combinatorics · Mathematics
Parameters Changes for Generalized Power Series
I-Chiau Huang
2007-05-23
Algebraic Geometry · Mathematics
An Inversion Formula for Multivariate Power Series
Ural Bekbaev
2012-03-20