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optimization
optimization
assessment
course plans
course plan 2017/2018
course plan 2016/2017
summaries
summaries 2017/2018
summaries 2016/2017
documents
assignments
optimization
optimization
assessment
course plans
course plan 2017/2018
course plan 2016/2017
summaries
summaries 2017/2018
summaries 2016/2017
documents
assignments
More
optimization
assessment
course plans
course plan 2017/2018
course plan 2016/2017
summaries
summaries 2017/2018
summaries 2016/2017
documents
assignments
optimization
The main objective of this course is
to build skills for creating models for combinatorial optimization problems
and to solve them through exact techniques.
Learning outcomes and competences
It is expected to endow the students with skills to:
identify, analyse and structure optimization problems;
build models for optimization problems;
obtain solutions for continuous linear optimization problems using the simplex method and duality theory;
analyse the robustness of continuous linear optimization problems solutions using sensitivity analysis;
build solutions for mixed integer and binary optimization problems using tree-search algorithms;
use CPLEX through OPL Studio interface to solve optimization problems and get insights on the solutions;
use ILOG Solver to solve constraint programming models for combinatorial problems.
Programme
Linear programing formulations for continuous linear optimization problems.
Geometrical analysis of optimization problems.
Solving Linear Programs, the Simplex Algorithm.
Sensitivity analysis.
Duality in Linear Programming.
Mixes Integer Programming Models (Branch-and-Bound).
Using IBM ILOG CPLEX Optimization Studio.
Constraint Programming.
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