The objective of the paper is to investigate a dynamical system called a differential
variational-hemivariational inequality (DVHVI) which couples an abstract variational …

In this paper, we investigate a generalized nonlinear quasi-hemivariational inequality (QHI)
involving a multivalued map in a Banach space. Under general assumptions, by using a …

The primary objective of this paper is to study a large class of differential variational-
hemivariational inequalities involving history-dependent operators and constraints in a …

This paper investigates the inverse problem of estimating a discontinuous parameter in a
quasi-variational inequality involving multi-valued terms. We prove that a well-defined …

In this paper, we consider an abstract system which consists of a nonlinear differential
inclusion and a parabolic hemivariational inequality (DPHVI) in Banach spaces. The …

In this paper, we study a class of generalized differential hemivariational inequalities of
parabolic type involving the time fractional order derivative operator in Banach spaces. We …

This paper is devoted to studying an inverse problem of parameter identification in a
nonlinear quasi-hemivariational inequality posed in a Banach space. We employ the Kluge's …

In this paper we investigate an abstract system which consists of a hemivariational inequality
of parabolic type combined with a nonlinear evolution equation in the framework of an …

In this paper, we will study optimal feedback control problems derived by a class of Riemann-
Liouville fractional evolution equations with history-dependent operators in separable …

The aim the paper is to study a large class of variational-hemivariational inequalities
involving constraints in a Banach space. First, we establish a general existence theorem for …