Triple Integral Transform (SEE- Sadik- Shehu) and its Properties with Applications

Abstract

 In this paper, we introduce a new technique for solving some partial differential equations called triple SEE-Sadik-Shehu technique, some properties for this technique are introduced, and find SEE-Sadik-Shehu transform for important basic functions. In addition, we use this triple technique transform to evaluate the exact solution of Laplace, heat partial operator equations. The main aim of this combination of these three integral transforms is generality and obtaining an exact solution with simple and easy mathematical operations.