Special issue on “Recent Trends in Special polynomials: Generalizations, Methods and Applications”

April 11, 2019

Dear Colleagues,

Special polynomials appear infrequently in the literature. Their various generalizations with applications are available in the literature. The formulas are very important, as they include expansions for many transcendent expressions of mathematical physics in series of the classical orthogonal polynomials, Laguerre, Hermite polynomials, etc. The developments bear heavily on the works  of many researchers who have earlier studied the special polynomials with applications to p-adic analysis, q-analysis, and so on.

The selected papers in this special issue will be devoted to current trends in special functions and polynomials including pure mathematics, applied mathematics, computational mathematics, especially will be focused on a wide range of its applications.

Potential topics include:

• Special functions and polynomials such as Hypergeometric function, Laguerre, Hermite, Bernoulli, Euler, etc.

• Inequalities such as Hardy type inequalities, Tcebycheff's type inequalities, Hermite Hadamard-type inequalities, etc.

• Various generalizations of Special polynomials and applications to p-adic analysis and q-analysis.

Special issue Editor

Serkan Araci, Hasan Kalyoncu University, Turkey

E-Mail: mtsrkn@hotmail.com; serkan.araci@hku.edu.tr

Please submit your paper via online submission system and select Prof. Serkan Araci as editor.