Modelització en Programació Matemàtica // Modelization in Mathematical programming

Publication TypeDocència // Teaching
Year of Publication2011
Quadrimestre // TermQ1
AuthorsF.-Javier Heredia; Jordi Castro
Codi // Code26339 - MPM
Key Wordsteaching; UPC; FME; MEIO; IO; assignatures; courses; modelització; AMPL; CPLEX; MINOS; MPM

The overall objective of the course is for students to acquire the knowledge and the ability necessary for solving practical
decision-making problems, formulated as problems of mathematical programming, which may arise during a professional
or research career.

  • Learn the mathematical formulation of some of the main mathematical programming models and develop the ability to formulate new ones.
  • Acquire the ability to determine the most appropriate algorithm and the optimization software for solving these problems numerically.
  • The ability to interpret correctly the results provided by the optimization software.

Skills to be learned

  • Learn and understand some of the most important problems in linear, integer and nonlinear programming as well as network flows.
  • Given the description of a new decision-making problem, be able to formulate the associated optimization problem correctly.
  • The ability to implement and obtained the optimum solution for decision-making problems by selecting the most appropriate algorithm and optimization software in each particular case.
URLClick Here
Titolació // StudiesMàster Universitari d'Estadística i Investigació Operativa UPC-UB (MEIO-UPC-UB)
Centre // FacultyFacultat de matemàtiques i Estadística (FME)
Institució // InstitutionUniversitat Politècnica de Catalunya (UPC) - Universitat de Barcelona (UB)
Horaris // ScheduleTues. 15.00 - 17.00 and Wed. 17.00 - 19.00 room PC03 at FME.
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