Existence and Attractivity Results on Semi-Infinite Intervals for Integrodifferential Equations With Non-Instantaneous Impulsions in Banach Spaces

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Abstract

In this article, we study the existence of mild solutions of a non-instantaneous integrodi erential equations on unbounded domain via resolvent operators in Banach space. For our proofs, we employ the semigroups theory and Schauder's fixed point theorem. Moreover, we show that solutions of our problem are attractive. Finally, an example is given to validate the theory part.

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Attractivity, Fixed Point Theorem, Integrodi Erential Equation, Measures Of Noncompactness, Mild Solution, Resolvent Operator, Impulses, Integrodifferential Equation, impulses, attractivity, secondary 47h10, 45j05, 47h08, 35d30, 47b40, mild solution, QA1-939, fixed point theorem, primary 34d23, 34d23, integrodi erential equation, resolvent operator, Mathematics, measures of noncompactness, integrodifferential equation, Spectral operators, decomposable operators, well-bounded operators, etc., Global stability of solutions to ordinary differential equations, Measures of noncompactness and condensing mappings, \(K\)-set contractions, etc., Integro-ordinary differential equations, Fixed-point theorems, Weak solutions to PDEs

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32

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1

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65

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84
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Scopus : 3

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