مشروع البحث: Using Abaoub-Shkheam Transform for Solving a Nonlinear Volterra Integral Equation of the First Kind
تحميل...
المساهمين
الممولين
رقم التعريف
2323
الباحث
اسماء المبروك محمد
الوصف
It is known that integral equations are of great importance, whether in research mathematics or applied, this importance comes from its direct connection to a large number of branches of mathematics, engineering, and physics, and it has contributed to solving many chemical and physical problems. The concept of integral equations appeared since the time of Riemann and was strengthened in the seventeenth century at the hands of scientists such as Poincae and Hilbert, integral equations research was developed by scientists such as Volterra and Fredholm.
The Volterra and Fredholm equations are considered the most important and widely used. These equations are classified into linear and nonlinear. In this thesis, we focus on the nonlinear Volterra integral equations.
الكلمات الدالة
Using Abaoub-Shkheam Transform for Solving a Nonlinear Volterra Integral Equation of the First Kind