CMS/CAIMS Books in Mathematics is a collection of monographs and graduatelevel
textbooks published in cooperation jointly with the Canadian Mathematical Society-Societé …

In this work we consider probability functions working on parameter dependent sets that are
given as an intersection of convex sets and their complements. Such an underlying structure …

On optimality conditions and duality theorems for approximate solutions of nonsmooth infinite
optimization problems | SpringerLink Skip to main content Advertisement SpringerLink Log in …

This paper is concerned with an ε-quasi-weakly solution for a semi-infinite vector
optimization problem with data uncertainty in constraints by using the Clarke subdifferential …

This paper conducts sensitivity analysis of random constraint and variational systems related
to stochastic optimization and variational inequalities. We establish efficient conditions for …

This paper is devoted to the study of the expected-integral multifunctions given in the form
E_Φ(x):=\int_T\Phi_t(x)dμ, where Φ:T*\X → → \;\Y is a set-valued mapping on a measure …

Motivated by applications to stochastic programming, we introduce and study the expected-
integral functionals, which are mappings given in an integral form depending on two …

In this paper, we investigate optimality conditions and duality for ε-quasi efficient solutions of
the fractional infinite multiobjective optimization problems with locally Lipschitz data. The …

Using techniques of variational analysis and in terms of proximal normal cones, we establish
exact separation results for finitely many disjoint closed sets in Hilbert spaces without …

In this paper, we establish optimality conditions and duality theorems for a robust ε-quasi
solution of a nonsmooth semi-infinite programming problem with data uncertainty in both the …