A Move Recent Review of The Integral Equations and Their Applications

Abstract

In many branches of pure analysis, Integral Equations are one of the most useful techniques, such as functional analysis theories and stochastic processes. It is one of the most significant branches of mathematical analysis, in many fields of mechanics and mathematical physics,. In this research, we will address the integral equations in many physical issues and their applications. They are also associated with mechanical vibration problems, analytic function theory, orthogonal systems, quadratic form theory of infinitely many variables.

Extended Conformable K-Hypergeometric Function and Its Application

“…A large number of special functions are defined in applied mathematics using improper integrals or infinite series. Special functions are essential tools for addressing particular problems in a wide range of domains, including scientific research, computational physics, chemistry, and statistical applications in technology [1][2][3][4]. Special functions are of great importance due to their extensive use in both pure and applied mathematics.…”