Immediate Calculation of some Poisson Type Integrals Using Supermathematics Circular Ex-Centric Functions

TL;DR

This paper introduces a novel integration method using supermathematics circular ex-centric functions to efficiently compute Poisson-type integrals, demonstrating advantages over traditional techniques.

Contribution

It proposes a new supermathematics-based approach for calculating Poisson integrals, highlighting its efficiency and potential advantages.

Findings

Effective calculation of Poisson integrals using the new method

Comparison shows advantages over traditional methods

Potential for broader application in complex integral solving

Abstract

This article presents two methods, in parallel, of solving more complex integrals, among which is the Poisson's integral, in order to emphasize the obvious advantages of a new method of integration, which uses the supermathematics circular ex-centric functions.