The purpose of this article is to prove the existence and uniqueness of weak solutions to the
following obstacle problem of p-Laplace-type:∫ Ω σ 1 (z, D uF (u)): D (vu)+ σ 2 (z, D u):(vu)+ …

This work discusses the existence of weak solutions for a system of Kirchhoff-type involving
variable exponent (α1 (m), α2 (m))-Laplacian operators and under the Dirichlet boundary …

In this investigation, we study the existence of weak solution for a class of nonhomogeneous
anisotropic elliptic problem. These problems involve the anisotropic operators with variable …

In this paper, we study the existence of weak solutions for a nonlocal elliptic system
involving the (p (x), q (x))-Kirchhoff–Laplacian operators with Dirichlet boundary conditions …

This paper deals with the existence and multiplicity results for a bi‐nonlocal problem without
the Ambrosetti–Rabinwitz condition, in the context of variable exponents of Sobolev spaces …

In this paper we study the existence of weak solutions for a fourth order variable exponent
Kirchhoff type problem involving p (z)-biharmonic operator with indefinite weight and no flux …

This paper deals with the existence of solutions for a Robin boundary problem involving the
p (z)-Laplacian-Like operator. Using Ricceri's variational method, we prove the existence …

By means of variational methods, we study the existence and multiplicity of nontrivial weak
solutions for a nonlocal τ (m) τ (m)‐Laplacian‐like problem, arising from a capillarity …

In this manuscript, we investigate a boundary value problem governed by a complex system
of partial differential equations given by:-div [L ϑ z, ϑ,∇ ϑ]+ M^| ϑ| p-2 ϑ= L σ (z, ħ∗ σ …

In this paper, we prove the existence and uniqueness of weak solution for a nonlinear
degenerate Navier problem involving the weighted biharmonic operator of the following …