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A new generalization of hyperharmonic numbers

Volume 129 / 2022

Muhammet Cihat Dağli Annales Polonici Mathematici 129 (2022), 17-24 MSC: Primary 05A15; Secondary 05A19, 11B83, 11B37, 11Y55. DOI: 10.4064/ap211005-31-3 Published online: 16 August 2022

Abstract

A new generalization of hyperharmonic numbers, called degenerate hyperharmonic numbers, is introduced. Also, several combinatorial identities and summation formulas involving these numbers and some other special degenerate numbers such as higher-order degenerate Daehee numbers and degenerate derangement numbers are deduced by applying the generating function methods.

Authors

  • Muhammet Cihat DağliDepartment of Mathematics
    Akdeniz University
    07058 Antalya, Turkey
    e-mail

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