Boundary value problem for fractional neutral differential equations with infinite delay
Boundary value problem for fractional neutral differential equations with infinite delay
DOI:
https://doi.org/10.59846/ajbas.v1i1.357الملخص
In this article, we develop and extend some qualitative analyses of a class of neutral functional differential equations involving a Caputo fractional derivative over the infinite delay period. The existence and uniqueness results are proved based on an equivalent fractional integral equation with the help of Banach contraction principle and Schauder's fixed point theorem.
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الحقوق الفكرية (c) 2022 مجلة أبحاث للعلوم الأساسية والتطبيقية
هذا العمل مرخص بموجب Creative Commons Attribution 4.0 International License.
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