4.4 Article

Existence of solutions for a critical (p1(x), ..., pn(x))-Kirchhoff-type potential systems

Journal

APPLICABLE ANALYSIS
Volume 101, Issue 6, Pages 2239-2253

Publisher

TAYLOR & FRANCIS LTD
DOI: 10.1080/00036811.2020.1802433

Keywords

Variable exponent spaces; critical Sobolev exponents; (p(1)(x)... p(n)(x))-Kirchhoff-type problems; concentration-compactness principle; Palais-Smale condition; mountain pass theorem; critical points theory

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In this paper, the existence of nontrivial solutions for a class of (p(1)(x), ..., p(n)(x))-Kirchhoff-type potential systems with critical exponent is obtained by using the concentration-compactness principle of Lions for variable exponent spaces and the Mountain Pass Theorem.
In this paper, by using the concentration-compactness principle of Lions for variable exponent spaces and the Mountain Pass Theorem, we obtain the existence of nontrivial solutions for a class of (p(1)(x), ..., p(n)(x))-Kirchhoff-type potential systems type with critical exponent.

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