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May 17, 2026Vojnotehnicki glasnikOpen Access

Applications of the expanded Darbo's fixed point theorem to fractional differential equations with finite delay

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Authors

HMHelal Mohamed

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Overview

Randomized trial demonstrates existence of mild solutions in fractional differential equations, highlighting applicability in functional analysis.

Key Points

  • The paper aims to investigate the existence of mild solutions to the Darboux problem for fractional differential equations with finite delay.
  • Employed Darbo's fixed point theorem and measure of noncompactness
  • Analyzed initial value problems within Fréchet spaces
  • Reduced the problem to finding fixed points of specified operators
  • Established existence of mild solutions for fractional partial hyperbolic differential equations under specific conditions
  • Demonstrated theoretical results through an illustrative example
  • Provided conditions for uniqueness of solutions to the Darboux problem

Cite This Study

Helal Mohamed (2026) studied this question.

synapsesocial.com/papers/6a095c3f7880e6d24efe2608https://doi.org/10.5937/vojtehg74-57904
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