Summer school EUR MINT 2022 Moments & Positive Polynomials & their Applications

Liste des contributions

1. Basics of Conic Optimization (J.-B. Lasserre) SOS and semidefinite programming (J.-B. Lasserre)

27/06/2022 09:30

2. Positivity certificates and K-moment problem (J.-B. Lasserre)

27/06/2022 11:00

3. LP- and SOS-based hierarchy for optimization (J.-B. Lasserre)

27/06/2022 14:00

4. Comparing LP and SOS-based hierarchies – Finite convergence & Global Optimality conditions (J.-B. Lasserre

27/06/2022 15:30

5. Some applications of the Moment Problem (J.-B. Lasserre)

28/06/2022 09:30

6. Exploiting correlative sparsity (Victor Magron)

28/06/2022 11:00

7. Exploiting term sparsity (Victor Magron)

28/06/2022 14:00

8. Certified optimization: from approximate to exact bounds (Victor Magron)

28/06/2022 15:30

9. Noncommutative optimization & quantum information (Victor Magron)

29/06/2022 09:30

10. Exercise session (Victor Magron)

29/06/2022 11:00

11. Occupation measures for dynamical systems & control (Milan Korda)

29/06/2022 14:00

12. Trajectory recovery (atomic approximation, Christoffel-Darboux Kernel

29/06/2022 15:30

13. The region of attraction, invariant sets and extreme values (Milan Korda)

30/06/2022 09:30

14. Extensions: Partial differential equations, complexity reduction (sparsity, state-space partition) (Milan Korda)

30/06/2022 11:00

15. Exercises (Milan Korda)

30/06/2022 14:00