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August 17, 2025FilomatOpen Access

Existence results for periodic fractional differential equation involving deformable derivative

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Solutions exist for differential equations under periodic boundary conditions, and the approach reveals relevant mathematical structures.
Schauder fixed point theorem confirms solution existence in specific scenarios, showcasing the methods' effectiveness in complex equations.
Application of the solution-tube method provides a new perspective on solving fractional differential equations under unique conditions.
Findings underscore the potential to advance theoretical frameworks in differential equations and boundary value problems.

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Analysis shows existence of solutions for differential equations with periodic boundary conditions, indicating potential mathematical advancements.

Slimane et al. (2025) studied this question.

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Analysis shows existence of solutions for differential equations with periodic boundary conditions, indicating potential mathematical advancements.