Inverse Problems for One Dimentional Conformable Fractional Dirac Type Integro Differential System
Baki Keskin
TL;DR
This paper studies a one-dimensional conformable fractional Dirac-type integro-differential system, deriving asymptotic formulas and addressing the inverse nodal problem with an effective solution method.
Contribution
It introduces new asymptotic formulas for solutions and eigenvalues, and provides a novel procedure for solving the inverse nodal problem in this system.
Findings
Asymptotic formulas for solutions and eigenvalues derived
Effective procedure for inverse nodal problem proposed
Addresses inverse problems in fractional Dirac systems
Abstract
In this paper, one dimentional conformable fractional Dirac-type integro differential system is considered. The asymptotic formulae for the solutions, eigenvalues and nodal points are obtained. We investigate the inverse nodal problem and give an effective procedure for solving the inverse nodal problem with respect to given a dense subset of nodal points .
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Taxonomy
TopicsDifferential Equations and Numerical Methods · Differential Equations and Boundary Problems · Fractional Differential Equations Solutions