Browsing İİSBF  İKT Makale Koleksiyonu by Title
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An analogue of Eulerian polynomials related to Ltype function
(MAEJO UNIV, 201505)We introduce Dirichlet's type of twisted Eulerian polynomials by using padic fermionic qinvairant integral in the padic integer ring and obtain some new interesting identities. Using a complex contour integral representation ... 
Analogues of NewtonGirard powersum formulas for entire and meromorphic functions with applications to the Riemann zeta function
(ACADEMIC PRESS INC ELSEVIER SCIENCE, 201502)The Newton powersum formulas relate to sums of powers of roots of a polynomial with the coefficients of the polynomial. In this paper we obtain formulas that relate to sums of reciprocal powers of zeros and poles of entire ... 
Analysis of the Analytical Balance Sheet of Central Bank of Republic of Turkey during 20002009 Period in Terms of Crises
(IGI GLOBAL, 2013)Today, Central Banks' primary target is to maintain the price stability. In that context, through their monetary policy, they intervene in the money market with different tools. The Analytical Balance Sheet was created ... 
Applications of fourier series and zeta functions to Genocchi polynomials
(Natural Sciences Publishing, 20180901)In this paper, we firstly consider the properties of Genocchi polynomials, Fourier series and Zeta functions. In the special cases, we see that the Fourier series yield Zeta functions. From here, we show that zeta functions ... 
Approximation by Bivariate BernsteinDurrmeyer Operators on a Triangle
(201704)In the present paper, we obtain some approximation properties for the bivariate BernsteinDurrmeyer operators on a triangle. We characterize the rate of convergence in terms of Kfunctional and the usual and second order ... 
Approximation degree of DurrmeyerBezier type operators
(SPRINGER INTERNATIONAL PUBLISHING A, 20180222)Recently, a mixed hybrid operator, generalizing the wellknown Phillips operators and BaskakovSzasz type operators, was introduced. In this paper, we study Bezier variant of these new operators. We investigate the degree ... 
Approximation of durrmeyer type operators depending on certain parameters
(201705)Motivated by a number of recent investigations, we consider a new analogue of BernsteinDurrmeyer operators based on certain variants. We derive some approximation properties of these operators. We also compute local ... 
Asymptotic properties of a new SturmLiouville problem with retarded argument
(WILEYBLACKWELL, 20141130)In this work, we study the asymptotic properties of a new SturmLiouville problem with retarded argument. Contrary to previous works, differential equation includes eigenparameter as a quadratic function. In the considered ... 
Blending type approximation by StancuKantorovich operators based on PolyaEggenberger distribution
(DE GRUYTER OPEN LTD, 2017)In the paper the authors introduce the Kantorovich variant of Stancu operators based on PolyaEggenberger distribution. By making use of this new operator, we obtain some indispensable auxiliary results. We also deal with ... 
A certain (p, q)derivative operator and associated divided differences
(SPRINGEROPEN, 2016)Recently, Sofonea (Gen. Math. 16:4754, 2008) considered some relations in the context of quantum calculus associated with the qderivative operator Dq and divided difference. As applications of the postquantum calculus ... 
Certain fractional calculus formulas involving extended generalized Mathieu series
(SPRINGEROPEN, 20180423)We establish fractional integral and derivative formulas by using fractional calculus operators involving the extended generalized Mathieu series. Next, we develop their composition formulas by applying the integral ... 
Certain Results for the TwiceIterated 2D qAppell Polynomials
(MDPI, 201910)In this paper, the class of the twiceiterated 2D qAppell polynomials is introduced. The generating function, series definition and some relations including the recurrence relations and partial qdifference equations of ... 
Certain Results of qShefferAppell Polynomials
(MDPI, 201902)In this paper, the class of qShefferAppell polynomials is introduced. The generating function, series definition, determinant definition and some other identities of this class are established. Certain members of ... 
Challenges and Obstacles for Syrian Refugee Women in the Turkish Labor Market
(MDPI, 201909)The civil war in Syria resulted in the displacement of 5.7 million civilians between 2011 and 2018. Approximately four million of these civilians started to live in Turkey as refugees trying to integrate themselves into ... 
A Class of Generating Functions for a New Generalization of Eulerian Polynomials with their Interpolation Functions
(UNIV NIS, 2016)Motivated by a number of recent investigations, we define and investigate the various properties of a new family of the Eulerian polynomials. We derive useful results involving these Eulerian polynomials including (for ... 
Common fixed point theorems for generalized G − η − χ− contractive type mappings with applications
(Boletim da Sociedade Paranaense de Matematica, 2019)Samet et. al. (Nonlinear Anal. 75, 2012, 21542165) introduced the concept of α − ψ− contractive type mappings in metric spaces. In 2013, Alghamdi et. al.[2] introduced the concept of G−β−ψ−contractive type mappings in ... 
Computation of Nevanlinna characteristic functions derived from generating functions of some special numbers
(SPRINGER INTERNATIONAL PUBLISHING AG, 201806)In the present paper, firstly we find a number of poles of generating functions of Bernoulli numbers and associated Euler numbers, denoted by n(a, B) and n(a, E), respectively. Secondly, we derive the mean value of a ... 
Construction of Fourier expansion of Apostol FrobeniusEuler polynomials and its applications
(SPRINGEROPEN, 20180222)In the present paper, we find the Fourier expansion of the Apostol FrobeniusEuler polynomials. By using a Fourier expansion of the Apostol FrobeniusEuler polynomials, we derive some new and interesting results. 
Construction of the type 2 polyFrobenius–Genocchi polynomials with their certain applications
(Springer, 1 December)Kim and Kim (Russ. J. Math. Phys. 26(1):40–49, 2019) have studied the type 2 polyBernoulli polynomials. Inspired by their work, we consider a new class of the Frobenius–Genocchi polynomials, which is called the type 2 ... 
Differential and Integral Equations for the 3Variable HermiteFrobeniusEuler and FrobeniusGenocchi Polynomials
(2017)The main goal of the present article is to derive some new classes of differential equations including partial and integrodifferential equations for the 3variable HermiteFrobeniusEuler and FrobeniusGenocchi polynomials ...