Date |
Place |
Topic |
Speakers
|
Related documents |
8 November 10.30-12h |
IMAG Building (Room 206) |
Convex sets – Boyd – Convex Optimization – Chapters 1 and 2 | Arvind | Guidelines |
23 November 10.30-12h | Gipsa Lab (Seminar Room B208) | Introduction to Mathematical Control Theory – Sontag – Mathematical Control Theory – Chapters 1 and 2 until 2.5 included | Alexandre | Slides |
5 December
10:30-12h |
IMAG Building (Room 204) | Convex functions – Boyd – Convex Optimization – Chapter 3 | Cesare | Slides |
13 December
10:30-12h |
IMAG Building (Room 204) | Convex functions – Boyd – Convex Optimization – Chapter 3 (cont.) | Cesare | Slides |
11 January
10:30-12h |
Gipsa Lab (Seminar Room B205) | Linearization. Reachability. – Sontag – Mathematical Control Theory – Between 2.5 and 3.1 (included) | Alexandre | Slides |
27 January
10:00-11:30h |
Gipsa Lab (Room B205) | Convex Optimization Problems, Chapter 4 – Convex optimization – Boyd | Marcelo | Slides |
22 February
14:00-16:00h |
IMAG Building (Room 204) | Duality – Boyd – Convex Optimization – Chapter 5 (first half) | Alexandre Rocca | Slides |
2 March
14:00-16:00 |
IMAG Building (Room 104) | Duality – Boyd – Convex Optimization – Chapter 5 (second half) | Alexandre Rocca | Slides |
16th March 09:30-11:30 |
IMAG Building (Room 204) | Liberzon – Calculus of Variations and Optimal Control Theory – Chapter 1 & section 2.1 | Alexandre Vieira |
Slides |
30th March
09:30-11:30 |
IMAG Building (Room 204) | Free for problem solving / questions / reading | ||
13th April
09:30-11:30 |
IMAG Building (Room 204) | Unconstrained minimization – Boyd – Convex optimization – Chapter 9 | Marcelo Forets | Slides (cvxbook) |
27th April
9:30-11:30 |
IMAG Building (Room 204) | Liberzon – Calculus of Variations and Optimal Control Theory | Alexandre Vieira |
Slides |
12th May
9:30-11:30 |
IMAG Building (Room 104) | Equality constrained minimization – Boyd – Convex optimization – Ch. 10 | Marcelo Forets | Slides (cvxbook) |
29th May
9:30-11:30 |
IMAG Building (Room 204) | Liberzon – Calculus of Variations and Optimal Control Theory – Ch. 3, Ch. 4 (Section 4.2 will be skipped) | Alexandre Vieira | Slides |
IMAG Building (TBA) | Interior Point Methods – Convex optimization – Ch. 11 | Marcelo Forets | ||