Abstract
In this paper, we investigate the existence of multiple solutionsfor a second-order boundary value problems of Kirchhoff-typeequation involving a $p(x)$-Laplacian.
Highlights
Problems like (1.4) can be used for modeling several physical and biological systems and for describing the dynamics of an axially moving string ( [1])
Differential equations with variable exponents arise from the nonlinear elasticity theory and the theory electroheological fluids
Wang and Yuan in [25] have been studied the periodic solutions for a class of systems of equation coupled with non-standard p(x)-growth
Summary
Problems like (1.4) can be used for modeling several physical and biological systems and for describing the dynamics of an axially moving string ( [1]).
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