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Toplam kayıt 7, listelenen: 1-7
On applications of blending generating functions of q-Apostol-type polynomials
(Bulgarian Academy of Sciences, 2019)
Motivated by Kurt's blending generating functions of q-Apostol polynomials [16], we investigate some new identities and relations. We also aim to derive several new connections between these polynomials and generalized ...
Apostol type (P, Q)-Frobenius-euler polynomials and numbers
(University of Kragujevac, Faculty of Science, 2018)
In the present paper, we introduce (p, q)-extension of Apostol type Frobenius-Euler polynomials and numbers and investigate some basic identities and properties for these polynomials and numbers, including addition theorems, ...
Multifarious correlations for p-adic gamma function and weighted q-Daehee polynomials
(Maejo University, 2019)
Diverse relations and identities for p-adic gamma function and p- adic Euler constant by means of weighted p-adic q-integral on pZ and Mahler expansion of the function are investigated. Then several correlations and formulas ...
Some (p, q)-analogues of Apostol type numbers and polynomials
(University of Tartu Press, 2019)
We consider a new class of generating functions of the generalizations of Bernoulli and Euler polynomials in terms of (p, q)-integers. By making use of these generating functions, we derive (p, q)-generalizations of several ...
Truncated Fubini polynomials
(MDPI AG, 2019)
In this paper, we introduce the two-variable truncated Fubini polynomials and numbers and then investigate many relations and formulas for these polynomials and numbers, including summation formulas, recurrence relations, ...
The Boole Polynomials Associated with the p-adic Gamma Function
(Publications de l'Institut Mathématique, 2019)
We set some correlations between Boole polynomials and p-adic gamma function in conjunction with p-adic Euler contant. We develop diverse formulas for p-adic gamma function by means of their Mahler expansion and fermionic ...
A Study on Novel Extensions for the p-adic Gamma and p-adic Beta Functions
(Mdpi, 2019)
In this paper, we introduce the (rho, q)-analog of the p-adic factorial function. By utilizing some properties of (rho, q)-numbers, we obtain several new and interesting identities and formulas. We then construct the p-adic ...