Approximation Degree Analysis for a Special Functions Class

Abstract

This paper investigates the degree of approximation analysis of a special class of functions characterized by certain continuity conditions. The approximation of these functions is investigated using appropriate mathematical techniques under certain constraints. By exploring the behavior of the function approximation under different parameters, the study provides insights into the accuracy and limitations of existing approximation methods. The results contribute to a deeper understanding of how such functions can be approximated in preparation for their application in influential fields.