## CLAIO 2000 |

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### Contents

OPERATIONS RESEARCH MODELS FOR PROBLEMS CONCERNING NATURAL RESOURCES | 57 |

APPLIED MATHEMATICAL PROGRAMMING AND MODELING IV APMOD | 98 |

ADVANCES IN QUEUE1NG THEORY SELECTED PAPERS PRESENTED AT THE FIRST | 41 |

Copyright | |

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### Common terms and phrases

algorithm analysis batch cell CG/SD clique-independent clique-transversal cliques of G complementarity problem computational cone consider constraints convergence convex convex set corollary corresponding cost covariance criteria cutting plane algorithms defined definition denote Discrete Mathematics distribution DMUs dual Editors efficient equation equilibrium ergodicity event feasible set feasible solutions Figure finite number formulation graph coloring problem graph G handoff induced subgraph integer linear programming integer programming iterations L&P cuts lemma Lift-and-Project linear programming Mathematical Programming matrix method minimize mobility model multi-valued mapping NDP-M normalization sets objective function obtained omega function Operations Research optimal solution parameters Pareto optimal parking perfect graphs Pj(K polyhedral polyhedron Proof proposition relaxation retrial queue retrial rate simulated annealing simulation solve stationary subgraph subset theorem traffic truncated models Universidad University valid inequalities values variance variational inequality vector vertex vertices