ADVANCES IN MATHEMATICAL MODELING: BOUNDARY VALUE PROBLEM SOLUTIONS FOR NONLINEAR FRACTIONAL FUNCTIONAL INTEGRO-DIFFERENTIAL EQUATIONS

Authors

  • Prof. Li H. Zhang College of Sciences, University of Shanghai for Science and Technology, Shanghai 200093, China

Keywords:

Fractional calculus, Functional differential equations, fixed point theorem, Caputo fractional derivative, Boundary value problems

Abstract

The field of fractional calculus has seen remarkable developments in recent years, accompanied by the application of fractional differential equations in diverse domains such as automatic control theory, biology, and viscoelasticity. These equations offer a more accurate representation of real-world phenomena by considering not only the current state of a system but also its past state and the rate of state change. Functional differential equations, in particular, have found extensive applications in signal recognition, economics, physics, and other fields

Published

2023-11-28

Issue

Vol. 10 No. 1 (2022)

Section

Articles
Copyright & Licensing