Convex Optimization
8
Algorithms and machine learning
Advanced studies
Convex optimization problems arising in, e.g., data analysis and machine learning, and efficient algorithms for solving them are studied. Convex duality theory, interior point algorithms and gradient based approaches are among techniques covered in the course. Kurssikirja: Stephen Boyd, Lieven Vandenberghe: Convex Optimization, Cambridge University Press, 2004.
Lectures
Time | Room | Lecturer | Date |
---|---|---|---|
Mon 14-16 | D122 | Juho Rousu | 16.01.2006-21.02.2006 |
Tue 14-16 | D122 | Juho Rousu | 16.01.2006-21.02.2006 |
Mon 14-16 | D122 | Juho Rousu | 13.03.2006-25.04.2006 |
Tue 14-16 | D122 | Juho Rousu | 13.03.2006-25.04.2006 |
Exercise groups
Time | Room | Instructor | Date | Observe |
---|---|---|---|---|
Tue 12-14 | CK107 | Esa Pitkänen | 23.01.2006—24.02.2006 | |
Tue 12-14 | C221 | Esa Pitkänen | 21.03.2006—18.04.2006 |
During second period there will be project work.