Existence and stability of a q-Caputo fractional jerk differential equation having anti-periodic boundary conditions

Abstract In this work, we analyze a q-fractional jerk problem having anti-periodic boundary conditions. The focus is on investigating whether a unique solution exists and remains stable under specific conditions. To prove the uniqueness of the solution, we employ a Banach fixed point theorem and a m...

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Prif Awduron:	Khansa Hina Khalid, Akbar Zada, Ioan-Lucian Popa, Mohammad Esmael Samei
Fformat:	Artigo
Iaith:	Inglês
Cyhoeddwyd:	SpringerOpen 2024-02-01
Cyfres:	Boundary Value Problems
Pynciau:	Fractional jerk equation Caputo derivative q-fractional differential equation Fixed point theorem Ulam–Hyers stability
Mynediad Ar-lein:	https://doi.org/10.1186/s13661-024-01834-6
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