SAMPLING RECOVERY AND RELATED PROBLEMS
The Laboratory "High-dimensional Approximation and Applications" together with the Moscow Center of Fundamental and Applied Mathematics and Chemnitz Technical University are organizing a 5-day online school-conference from May 3 (Monday) to May 7 (Friday) on the topic "Sampling recovery". Several series of two lectures (each one hour long), available to students, and reports are planned.
Schedule of lectures (GMT+3):
| Day | Time | Lecturer | Topic |
|---|---|---|---|
| Mon, May 3 | 15:00–16:00 | Erich Novak | Linear information versus function evaluations for L_2 -approximation |
| 16:15–17:15 | Vladimir Temlyakov | Recovery in L_p norms | |
| Tue, May 4 | 15:00–16:00 | Karlheinz Groechenig | From Marcinkiewicz-Zygmund inequalities to approximation theorems and quadrature rules |
| 16:15–17:15 | Mario Ullrich | L_22-approximation based on Gaussian information, function values or other information", lecture 1 | |
| 17:30–18:30 | Vladimir Temlyakov | Recovery and discretization | |
| Wen, May 5 | 15:00–16:00 | Albert Cohen | Optimal sampling in least-squares methods - theory and practice", lecture 1 |
| 16:15–17:15 | Albert Cohen | Optimal sampling in least-squares methods - theory and practice", lecture 2 | |
| Thu, May 6 | 15:00–16:00 | Mario Ullrich | L_22-approximation based on Gaussian information, function values or other information", lecture 2 |
| 16:15–17:15 | David Krieg | Recovering Sobolev Functions: Optimal versus Given Samples", lecture 1 | |
| Fri, May 7 | 15:00–16:00 | David Krieg | Recovering Sobolev Functions: Optimal versus Given Samples", lecture 2 |
| 16:15–17:15 | Tino Ullrich | Implications of the Kadison Singer solution to the recovery of functions - optimal subsampling of random information", lecture 1 | |
| 17:30–18:30 | Tino Ullrich | Implications of the Kadison Singer solution to the recovery of functions - optimal subsampling of random information", lecture 2 |
The conference will be held in the form of a webinar on the Zoom platform.
No pre-registration is required for the event.
Link to the conference:
https://us02web.zoom.us/j/82382068931?pwd=bnpmMlFxYndUb2tRZjMzYmZBVHB2QT09
Meeting ID : 823 8206 8931
Пароль：700930
Instructions for installing and using the Zoom platform are available, for example, here:
https://support.zoom.us/hc/ru/articles/201362033-Начало-работы-на-ПК-и-Mac