GFSNP 2025 — 15th Symposium on Generating Functions of Special Numbers and Polynomials and their Applications

The aim of the GFSNP 2025 symposium is to bring together leading scientists of the pure and applied mathematics and related areas to present their research, to exchange new ideas, to discuss challenging issues, to foster future collaborations and to interact with each other.

Topics: Various fields of Mathematics, Mathematical Physics, Mathematical Chemistry, Mathematical biology, and related areas such as Analysis, Non-linear Analysis, Number Theory, Applied Algebra, p-adic Analysis, Special Functions, q-Analysis, Quantum physics, Probability and Statistics, Engineering and their applications, moment generating functions, generating functions of the special numbers and polynomials and their applications, the family of zeta functions, the family of Dirichlet type L-functions, Generating function for generalized Fisher information measure, matrix models and generating functions associated with mathematical models and stochastic differential equations, Generating function in graph theory, Generating Functions in Engineering and in Applied Sciences, Generating functions involving deviation generating function, survival function generating function, generating functions discusses a large number of applications in various disciplines including algebra, analysis of algorithms, polymer chemistry, combinatorics, graph theory, number theory, reliability, epidemiology, bio-informatics, genetics, management, economics, and statistics.