KAMAL TRANSFORM AND ULAM STABILITY OF DIFFERENTIAL EQUATIONS

Abstract

In the growth of the field of functional-differential equations and their Ulam stability, many researchers have utilized various methods to prove the Ulam stability of functional and differential equations. Hyers method and the fixed-point method are remarkably applied by many researchers to investigate the Ulam stability of functional and differential equations. In this research work, we propose a new method for investigating the Ulam stability of linear differential equations by using Kamal transform.