Nonlocal Partial Fractional Evolution Equations With State Dependent Delay
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Date
2023
Journal Title
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Publisher
Universidad Catolica del Norte
Open Access Color
GOLD
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No
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Abstract
In this work, we propose sufficient conditions guaranteeing an existence result of mild solutions by using the nonlinear Leray-Schauder alternative in Banach spaces combined with the semigroup theory for the class of Caputo partial semilinear fractional evolution equations with finite state-dependent delay and nonlocal conditions. © (2023), (SciELO-Scientific Electronic Library Online). All Rights Reserved.
Description
Keywords
Caputo Fractional Derivative, Existence Of Solution, Functional Evolution Equations, Nonlinear Alternative, Nonlocal Conditions, Semigroup Theory, State Dependent Delay, functional evolution equations, Caputo fractional derivative, Degree theory for nonlinear operators, state dependent delay, nonlinear alternative, Functional-differential equations with state-dependent arguments, nonlocal conditions, Partial functional-differential equations, semigroup theory, Groups and semigroups of linear operators, Functional-differential equations in abstract spaces, Functional-differential equations with fractional derivatives, existence of solution
Fields of Science
0101 mathematics, 01 natural sciences
Citation
Lachachi-Merad, Nardjis...et al. (2023). "Nonlocal partial fractional evolution equations with state dependent delay", Proyecciones, Vol. 42, No. 5, pp. 1191-1210.
WoS Q
Scopus Q
Q3
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N/A
Source
Proyecciones
Volume
42
Issue
5
Start Page
1191
End Page
1210
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Scopus : 4
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4
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2
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