Politecnico di Torino
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Politecnico di Torino
Anno Accademico 2007/08
01KRWCY
Operations research and optimisation
Corso di L. Specialistica in Ingegneria Informatica - Torino
Docente Qualifica Settore Lez Es Lab Tut Anni incarico
SSD CFU Attivita' formative Ambiti disciplinari
MAT/09 5 C - Affini o integrative Cultura scientifica, umanistica, giuridica, economica, socio-politica
Obiettivi dell'insegnamento
The main aim of the course is to give the students theoretical and operational tools for modelling and solving Operations Research and Optimization problems coming from telecommunications, in particular TLC networks.
Operations Research deals with the mathematical modelling of complex problems and related solution algorithms. Modelling the problem means to write it in terms of mathematical programming, i.e. identifying an objective function (which has to be minimized or maximized) and a set of constraints. Solving the problem means to find a solution which maximizes or minimizes the objective function without violating the constraints, and this is accomplished by using appropriate solution algorithms. Most recent solution algorithms will be discussed for each problem presented in the course.
The skills the students will get are those of problem solving for telematics problems.
Programma
1. Introduction to Linear Programming.
2. Graph problems: minimum spanning tree, mean flow cost, shortest path, max flow, maximum matching.
3. Computational complexity.
4. Exact methods for Combinatorial Optimization.
5. Heuristics for Combinatorial Optimization.
Laboratori e/o esercitazioni
The students will make practice both in modelling and solving engineering problems in the classroom and in running optimization software in the computer lab.
Bibliografia
R. Tadei, F. Della Croce, 'Elementi di Ricerca Operativa', Progetto Leonardo, Editrice Esculapio, Bologna, 2005.
R. Tadei, F. Della Croce, A Grosso, 'Elementi di Ottimizzazione', Progetto Leonardo, Editrice Esculapio, Bologna, 2005.
M. Ghirardi, A. Grosso, G. Perboli, 'Esercizi di Ricerca Operativa', Progetto Leonardo, Editrice Esculapio, Bologna, 2005.
D. J. Luenberger, "Introduction to Linear and Nonlinear Programming", Addison-Wesley, 1973.
M. Minoux, "Mathematical Programming: Theory and Algorithms", Wiley, 1986.
Statistiche superamento esami

Programma definitivo per l'A.A.2010/11
Indietro



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