Copy For Citation
KURT B., Kurt V.
JOURNAL OF APPLIED MATHEMATICS & INFORMATICS, vol.39, no.1-2, pp.45-56, 2021 (ESCI)
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Publication Type:
Article / Article
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Volume:
39
Issue:
1-2
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Publication Date:
2021
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Doi Number:
10.14317/jami.2021.045
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Journal Name:
JOURNAL OF APPLIED MATHEMATICS & INFORMATICS
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Journal Indexes:
Emerging Sources Citation Index (ESCI), Scopus
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Page Numbers:
pp.45-56
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Keywords:
Bernoulli polynomials and numbers, Euler polynomials and numbers, Polylogarithms, Changhee numbers and polynomials, Stirling numbers of the second kind, the first kind Korobov polynomials, Multiple-Polylogarithms, poly-Bernoulli polynomials, Poly-Euler polynomials, Degenerate Korobov type Changhee polynomials, The (p,q)-Poly-Korobov polynomials, The (p,q)-Poly-Korobov type Changhee polynomials, POLY-BERNOULLI, NUMBERS, EULER
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Akdeniz University Affiliated:
Yes
Abstract
D.S. Kim et al. [9] considered some identities and relations for Korobov type numbers and polynomials. In this work, we investigate the degenerate Korobov type Changhee polynomials and the (p,q)-poly-Korobov polynomials. We give a generalization of the Korobov type Changhee polynomials and the (p,q) poly-Korobov polynomials. We prove some properties and identities and explicit relations for these polynomials.