المصفوفات التنفيدية لدوال برنشتين وتطبقاتها

Abstract

The main objectif of this memoire is to introduce a new way to solve linear differential equations using the Bernstein functions. The basic feature of this method is to convert the equations in question into a series of algebraic equations that are easy to solve. The basic idea of this method is to convert integrals and function derivatives into matrices called matrices The executive makes it easy to deal with, and we will demonstrate the effectiveness of this method by applying them to some examples.