1. Linear programming (model, solution, duality).
2. Necessary and sufficient conditions of optima (KKT conditions), Trap of local optima).
3. Risk - random variables and its description.
4. Stochastic programming - introduction, classification.
5. Stochastic programming - single-stage models, chance constraints.
6. Stochastic programming - two-stage models (models with recourse), multi-stage models.
7. Stochastic programming - mean-risk portfolio models.
8. Introduction to fuzzy sets, logic and algebra.
9. Fuzzy programming - selected defuzzification measures, alpha-cuts, possibilistic programming.
10. Fuzzy programming - flexible programming models.
11. Data Envelopment Analysis (DEA) - introduction.
12. Data Envelopment Analysis (DEA) - CCR and BCC model.
2. Necessary and sufficient conditions of optima (KKT conditions), Trap of local optima).
3. Risk - random variables and its description.
4. Stochastic programming - introduction, classification.
5. Stochastic programming - single-stage models, chance constraints.
6. Stochastic programming - two-stage models (models with recourse), multi-stage models.
7. Stochastic programming - mean-risk portfolio models.
8. Introduction to fuzzy sets, logic and algebra.
9. Fuzzy programming - selected defuzzification measures, alpha-cuts, possibilistic programming.
10. Fuzzy programming - flexible programming models.
11. Data Envelopment Analysis (DEA) - introduction.
12. Data Envelopment Analysis (DEA) - CCR and BCC model.