SOLVABILITY OF AN IMPULSIVE BOUNDARY VALUE PROBLEM ON THE HALF-LINE VIA CRITICAL POINT THEORY

M. Briki; S. Djebali; T. Moussaoui

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SOLVABILITY OF AN IMPULSIVE BOUNDARY VALUE PROBLEM ON THE HALF-LINE VIA CRITICAL POINT THEORY

Journal article

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SOLVABILITY OF AN IMPULSIVE BOUNDARY VALUE PROBLEM ON THE HALF-LINE VIA CRITICAL POINT THEORY

M. Briki, S. Djebali and T. Moussaoui

Bulletin of the Iranian Mathematical Society, Vol.43(3), pp.601-615

01/06/2017

Abstract

Mathematics

Physical Sciences

Science & Technology

In this paper, an impulsive boundary value problem on the half-line is considered and existence of solutions is proved using Mini-mization Principal and Mountain Pass Theorem.

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Title: SOLVABILITY OF AN IMPULSIVE BOUNDARY VALUE PROBLEM ON THE HALF-LINE VIA CRITICAL POINT THEORY
Creators - without role: M. Briki - Ecole Normale Super, Lab Fixed Point Theory & Applicat, Algiers, Algeria
S. Djebali - Ecole Normale Super, Lab Fixed Point Theory & Applicat, Algiers, Algeria
T. Moussaoui - Ecole Normale Super, Lab Fixed Point Theory & Applicat, Algiers, Algeria
Publication Details: Bulletin of the Iranian Mathematical Society, Vol.43(3), pp.601-615
Publisher: Springer Nature
Number of pages: 15
Identifiers: 9916565408331
Academic Unit: Imam Mohammad Ibn Saud Islamic University (IMSIU)
Language: English
Resource Type: Journal article