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Hybrid Fractional Differential Equations with Impulses and Boundary Conditions Involving Integrals and Derivatives |
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PP: 63-72 |
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doi:10.18576/pfda/110105
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Author(s) |
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Mohamed Hannabou,
Mohamed Bouaouid,
Khalid Hilal,
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Abstract |
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| This research paper focuses on investigating the existence and uniqueness of solutions in fractional boundary value problems related to implicit impulsive fractional differential equations, which encompass both fractional derivatives and integrals. The application of the fixed point theorem is pivotal in exploring the primary outcomes, while the uniqueness of solutions is further explored using the Banach contraction mapping principle. Concrete examples are presented to elucidate and demonstrate the obtained results. |
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