Bilevel optimization is a very active field of applied mathematics. The main reason is that
bilevel optimization problems can serve as a powerful tool for modeling hierarchical …

The area of maritime transportation optimization has recently begun to achieve increasing
success at solving large scale models, and industry is steadily adopting operations research …

This paper discusses the development of interdiction optimization models and algorithms,
with an emphasis on mathematical programming techniques and future research challenges …

A PRACTICAL GUIDE TO OPTIMIZATION PROBLEMS WITH DISCRETE OR INTEGER
VARIABLES, REVISED AND UPDATED The revised second edition of Integer Programming …

We study the integrated optimization of location, inventory and routing in supply chain
network design (SCDN) problem. The SCND decision has significant impact on the …

We study a generalized operating room planning and scheduling (GORPS) problem at the
Toronto General Hospital (TGH) in Ontario, Canada. GORPS allocates elective patients and …

This paper describes a Benders decomposition algorithm capable of efficiently solving large-
scale instances of the well-known multicommodity capacitated network design problem with …

Emergency Medical Service systems aim to respond to emergency calls in a timely manner
and provide prehospital care to patients. This paper addresses the problem of locating …

While many classes of cutting-planes are at the disposal of integer programming solvers, our
scientific understanding is far from complete with regards to cutting-plane selection, ie, the …

This paper proposes a two-tier last-mile delivery model that optimally selects mobile depot
locations in advance of full information about the availability of crowd-shippers and then …