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Full article: Watson-type 3F2-series and summation formulae involving  generalized harmonic numbers
Full article: Watson-type 3F2-series and summation formulae involving generalized harmonic numbers

New identities involving Cauchy numbers, harmonic numbers and zeta values
New identities involving Cauchy numbers, harmonic numbers and zeta values

Symmetry | Free Full-Text | Functional Chirality: From Small Molecules to  Supramolecular Assemblies
Symmetry | Free Full-Text | Functional Chirality: From Small Molecules to Supramolecular Assemblies

PDF) EVALUATION OF SOME SUMS INVOLVING POWERS OF HARMONIC NUMBERS
PDF) EVALUATION OF SOME SUMS INVOLVING POWERS OF HARMONIC NUMBERS

Harmonic number - Wikipedia
Harmonic number - Wikipedia

PDF) Series Transformation Formulas of Euler Type, Hadamard Product of  Functions, and Harmonic Number Identities
PDF) Series Transformation Formulas of Euler Type, Hadamard Product of Functions, and Harmonic Number Identities

Finite summation formulas involving binomial coefficients, harmonic numbers  and generalized harmonic numbers | Journal of Inequalities and Applications  | Full Text
Finite summation formulas involving binomial coefficients, harmonic numbers and generalized harmonic numbers | Journal of Inequalities and Applications | Full Text

Further Ramanujan-like series containing harmonic numbers and squared  binomial coefficients | SpringerLink
Further Ramanujan-like series containing harmonic numbers and squared binomial coefficients | SpringerLink

PDF) A Note on Some Applications of Boyadzhiev's Formula | Prof. Dr. Gyan  Thapa - Academia.edu
PDF) A Note on Some Applications of Boyadzhiev's Formula | Prof. Dr. Gyan Thapa - Academia.edu

PDF) Infinite Series Identities on Harmonic Numbers
PDF) Infinite Series Identities on Harmonic Numbers

PDF) Harmonic numbers as the summation of integrals
PDF) Harmonic numbers as the summation of integrals

Table 1 from Odd harmonic numbers exceed 1024 | Semantic Scholar
Table 1 from Odd harmonic numbers exceed 1024 | Semantic Scholar

Harmonic number - Wikipedia
Harmonic number - Wikipedia

PDF] New harmonic number identities with applications | Semantic Scholar
PDF] New harmonic number identities with applications | Semantic Scholar

IDENTITIES FOR HARMONIC NUMBERS AND BINOMIAL RELATIONS VIA LEGENDRE  POLYNOMIALS
IDENTITIES FOR HARMONIC NUMBERS AND BINOMIAL RELATIONS VIA LEGENDRE POLYNOMIALS

PDF) Harmonic Sums via Euler's Transform: Complementing the Approach of  Boyadzhiev
PDF) Harmonic Sums via Euler's Transform: Complementing the Approach of Boyadzhiev

Harmonic number - Wikiwand
Harmonic number - Wikiwand

Remote Sensing | Free Full-Text | Forward Electromagnetic Induction  Modelling in a Multilayered Half-Space: An Open-Source Software Tool
Remote Sensing | Free Full-Text | Forward Electromagnetic Induction Modelling in a Multilayered Half-Space: An Open-Source Software Tool

PDF) New Finite and Infinite Summation Identities Involving the Generalized Harmonic  Numbers
PDF) New Finite and Infinite Summation Identities Involving the Generalized Harmonic Numbers

PDF) Explicit Evaluations of Spie\ss's Results on Harmonic Numbers
PDF) Explicit Evaluations of Spie\ss's Results on Harmonic Numbers

PDF) Summation formulas of hyperharmonic numbers with their generalizations  II
PDF) Summation formulas of hyperharmonic numbers with their generalizations II

Harmonic Number Calculator
Harmonic Number Calculator

Harmonic number - Wikiwand
Harmonic number - Wikiwand

HarmonicNumber
HarmonicNumber

Some Identities Involving Harmonic Sums
Some Identities Involving Harmonic Sums

Finite summation formulas involving binomial coefficients, harmonic numbers  and generalized harmonic numbers | Journal of Inequalities and Applications  | Full Text
Finite summation formulas involving binomial coefficients, harmonic numbers and generalized harmonic numbers | Journal of Inequalities and Applications | Full Text

Harmonic number identities involving telescoping method and derivative  operator
Harmonic number identities involving telescoping method and derivative operator