Global existence and stability results for partial fractional random differential equations

Saïd Abbas; Wafaa Albarakati; Mouffak Benchohra; Eman Hilal

doi:10.1515/jaa-2015-0008

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$Global existence and stability results for partial fractional random differential equations$

Journal article

Peer reviewed

Global existence and stability results for partial fractional random differential equations

Saïd Abbas, Wafaa Albarakati, Mouffak Benchohra and Eman Hilal

Journal of applied analysis, Vol.21(2), pp.79-87

01/12/2015

DOI: https://doi.org/10.1515/jaa-2015-0008

Abstract

26A33

34A40

45N05

47H10

Caputo fractional order derivative

Darboux problem

fixed point

Fractional random differential equation

left-sided mixed Riemann–Liouville integral

random solution

stability

We investigate some existence and stability results for the Darboux problem of partial fractional random differential equations in Banach spaces. Our existence results are based upon some fixed point theorems.

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Title: Global existence and stability results for partial fractional random differential equations
Creators - without role: Saïd Abbas - Université de Saida Dr.Moulay Tahar
Wafaa Albarakati - King Abdulaziz University
Mouffak Benchohra - King Abdulaziz University
Eman Hilal - King Abdulaziz University
Publication Details: Journal of applied analysis, Vol.21(2), pp.79-87
Publisher: De Gruyter
Number of pages: 9
Identifiers: 9932949008331
Academic Unit: University of Jeddah; King Abdulaziz University
Language: English
Resource Type: Journal article