Page 1 Jean Bernard Lasserre SPRINGER SERIES IN OPERATIONS RESEARCH AND
FINANCIAL ENGINEERING Linear and Integer Programming vs Linear Integration and Counting …

This paper presents a new methodology to compute the number of numerical semigroups of
given genus or Frobenius number. We apply generating function tools to the bounded …

We develop a practical method for computing local zeta functions of groups, algebras, and
modules in fortunate cases. Using our method, we obtain a complete classification of …

This chapter analyzes multicriteria continuous, network, and discrete location problems. In
the continuous framework, we provide a complete description of the set of weak Pareto …

Since the publication of the first edition of this book, we have been encouraged by the
growing interest in stochastic programming and its application in a variety of areas, including …

This paper presents a new complexity result for solving multiobjective integer programming
problems. We prove that encoding the entire set of nondominated solutions of the problem in …

This paper presents a new methodology to count the number of numerical semigroups of
given genus or Frobenius number. We apply generating function tools to the bounded …

This paper presents algorithms for solving multiobjective integer programming problems.
The algorithm uses Barvinok's rational functions of the polytope that defines the feasible …