For a general variational-hemivariational inequality, it is shown rigorously that under appropriate conditions, as the singular perturbation parameter approaches zero, the solution of the singularly perturbed problem converges to the solution of the limiting problem.
Abstract. This paper is devoted to an analysis of singular perturbations of inequality problems. For a general variational-hemivariational inequality, ...
Hemivariational inequalities, which were introduced by P.D. Panagiotopoulos [39] in the early 1980s as a generalization of variational inequalities, involve ...
This paper is devoted to an analysis of singular perturbations of inequality problems. For a general variational-hemivariational inequality, ...
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Singular Perturbations of Variational-Hemivariational Inequalities. This paper is devoted to an analysis of singular perturbations of inequality problems.
Dec 12, 2023 · The aim of the paper is to study a new class of coupled variational–hemivariational inequalities with unilateral constraints and history-dependent operators.
In this paper we study an inverse problem governed by a constrained nonlinear elliptic quasi-variational hemivariational inequality.
We extend some classical perturbation methods for the framework of hemivariational inequalities and we show how existence results can be obtained for the new ...
Sep 8, 2023 · Abstract. The objective of this paper is to introduce and study a complicated nonlinear system, called coupled variational-hemivariational ...
W. Han, Singular perturbations of variational-hemivariational inequalities, SIAM Journal on Mathematical Analysis, Vol. 52 (2020), 1549-1566. S. Wang, W. Xu, W.