OPERATIONS RESEARCH
(objectives)
The objective of the course is to endow the students with the key aspects of deterministic optimization, including linear programming and network optimization. Topics include basic theory, modeling, algorithms, and applications.
|
Code
|
20810251 |
Language
|
ITA |
Type of certificate
|
Profit certificate
|
Credits
|
6
|
Scientific Disciplinary Sector Code
|
MAT/09
|
Contact Hours
|
54
|
Type of Activity
|
Basic compulsory activities
|
Teacher
|
D'ARIANO ANDREA
(syllabus)
Introduction to Operations Research: Formulations, the 5-step method Preliminaries on Linear Algebra
Formulation of typical optimization problems: Mixing Allocating resources Inventory management Optimal cut Assignment Task planning Other formulations
Solving Linear Programming problems: Linear programming geometry Simplex algorithm Fourier–Motzkin algorithm Geometric interpretation of the simplex
Duality theory: Construction of the dual problem Fundamental PL theorem Conditions of complementarity Economic interpretation of the dual Sensitivity analysis
Graph optimization: Maximum flow Shortest path Minimum spanning tree
(reference books)
Caramia, Giordani, Guerriero, Musmanno, Pacciarelli, "Ricerca Operativa", Isedi, Italia, 2014.
|
Dates of beginning and end of teaching activities
|
From 01/03/2023 to 12/06/2023 |
Delivery mode
|
Traditional
At a distance
|
Attendance
|
not mandatory
|
Evaluation methods
|
Written test
Oral exam
|
Teacher
|
SAMA' MARCELLA
(syllabus)
Introduction to Operations Research: Formulations, the 5-step method Preliminaries on Linear Algebra
Formulation of typical optimization problems: Mixing Allocating resources Inventory management Optimal cut Assignment Task planning Other formulations
Solving Linear Programming problems: Linear programming geometry Simplex algorithm Fourier–Motzkin algorithm Geometric interpretation of the simplex
Duality theory: Construction of the dual problem Fundamental PL theorem Conditions of complementarity Economic interpretation of the dual Sensitivity analysis
Graph optimization: Maximum flow Shortest path Minimum spanning tree
(reference books)
Caramia, Giordani, Guerriero, Musmanno, Pacciarelli, "Ricerca Operativa", Isedi, Italia, 2014.
|
Dates of beginning and end of teaching activities
|
From 01/03/2023 to 12/06/2023 |
Delivery mode
|
Traditional
At a distance
|
Attendance
|
not mandatory
|
Evaluation methods
|
Written test
Oral exam
|
|
|