Chance constrained problems: a bilevel convex optimization perspective

La réforme du monastère fait entrer la communauté dans la fédération victorine 40 et l'acte de 1135 entérine l'indépendance de l'abbaye, même si le chapitre

In this paper we propose an algorithm for the elliptic bilateral obstacle prob- lem which is of fixed domain type in the sense that the finite element discretiza- tion is given in

In this paper, a bilevel programming model is proposed to study a problem of market regulation through government intervention.. One of the main characteristics of the problem

Motivated by recent real-life applications in Location Theory in which the location decisions generate controversy, we propose a novel bilevel location model in which, on the one

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In this paper, adopting the Fenchel–Lagrange duality, which has been first introduced by Bo¸t and Wanka in [14] for ordinary convex programming problems, we give the

Since the semivectorial bilevel programming problem (S) and its scalarized problem does not satisfy the Slater condition which we use as a sufficient condition to establish