The goal of this literature review is to give an update on the recent developments for semi-
infinite programs (SIPs), approximately over the last 20 years. An overview of the different …

This paper deals with multiobjective semi-infinite programming problems on Hadamard
manifolds. We establish the sufficient optimality criteria of the considered problem under …

In this article, we study a class of nonsmooth multiobjective semi-infinite programming
problems defined on Hadamard manifolds [in short,(NMSIP)]. We present Abadie constraint …

This paper concentrates on studying multiobjective semi-infinite programming with
vanishing constraints. Firstly, the necessary and sufficient Karush–Kuhn–Tucker optimality …

This paper is devoted to the study of a class of multiobjective semi-infinite programming
problems on Hadamard manifolds (in short,(MOSIP-HM)). We derive some alternative …

In this paper, we deal with robust approximate quasi optimal solutions for a class of
nonlinear semi-infinite programming with data uncertainty (USIP) in both the objective and …

This book provides a novel approach to convex analysis and convex optimization, based on
subdifferential calculus of pointwise suprema of convex functions. The main goal in writing …

We propose an approach to find the optimal value of a convex semi-infinite program (SIP)
that involves identifying a finite set of relevant constraints by solving a finite-dimensional …

The radius of robust feasibility provides a numerical value for the largest possible
uncertainty set that guarantees feasibility of a robust counterpart of a mathematical program …

This is the first book devoted to linear systems of the form: σ={〈 at, x〉≤ bt, t∈ W;〈 at, x〉<
bt, t∈ S}, where〈·,·〉 denotes the standard inner product in Rn, W and S are arbitrary …