Submitted:
30 April 2026
Posted:
01 May 2026
You are already at the latest version
Abstract
This research explores the existence of solutions for a class of random fractional differential equations characterized by bounded delay, specifically within the context of Fréchet spaces. By integrating the properties of noncompactness measures with a generalized Darbo fixed point approach, we establish existence results for the associated Darboux problem. To illustrate the practical utility of these analytical results, a representative example is provided.
Keywords:
random differential equation
; fractional derivative
; finite delay
; Fréchet space
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