After more than 10 years from the first edition of this book, the need for multi-objective
optimization models in freight logistics is still growing. Companies engineer always more …

In this work we consider the following hazmat transportation network design problem. A
given set of hazmat shipments has to be shipped over a road transportation network in order …

In this paper, we consider a mathematical program with complementarity constraints. We
present a modified relaxed program for this problem, which involves less constraints than …

The paper is a manifestation of the fundamental importance of the linear program with linear
complementarity constraints (LPCC) in disjunctive and hierarchical programming as well as …

The elastic-mode formulation of the problem of minimizing a nonlinear function subject to
equilibrium constraints has appealing local properties in that, for a finite value of the penalty …

We consider the stochastic nonlinear complementarity problem (SNCP). We first formulate
the problem as a stochastic mathematical program with equilibrium constraints and then, in …

In this paper, we consider the stochastic mathematical programs with linear complementarity
constraints, which include two kinds of models called here-and-now and lower-level wait …

Stackelberg games play an extremely important role in such fields as economics,
management, politics and behavioral sciences. Stackelberg game can be modelled as a …

In the recent optimization world, mathematical programs with equilibrium constraints
(MPECs) have been receiving much attention and there have been proposed a number of …

We consider how to solve a class of non-Lipschitz mathematical programs with equilibrium
constraints (MPEC) where the objective function involves a non-Lipschitz sparsity-inducing …