SOLUTION OF NONLINEAR PARTIAL DIFFERENTIAL EQUATIONS INVOLVING MIXED PARTIAL DERIVATIVE BY ELZAKI SUBSTITUTION METHOD

Abstract

In this paper we have to find the solution of nonlinear partial differential equation involving mixed partial derivatives by Elzaki Substitution method. Elzaki trans-form is applied and then nonlinear term handled with the help of Adomian polynomial. We get exact solution of nonlinear partial differential equations involving mixed partial derivatives. It is believed that this work will make it easy to study the nonlinear partial differential equations involving mixed partial derivatives arising different areas of research and innovation. Therefore the current method can be extended for the solution of higher order nonlinear problems. We give illustration through three problems.