Transcampus Workshop
Tuesday, December 8th to Thursday, December 10th 2020
This workshop aims to bring together a range of researchers who are interested in Lévy processes and related topics in a general probabilistic framework.
Talks and Schedule: All times are in CET.
| Tuesday, Dec. 8th, 15.15-16.00 | Markus Riedle: Introduction to cylindrical Lévy processes | Link |
| Tuesday, Dec. 8th, 16.15-17.00 |
Gergely Bodo: Stochastic Integration for Cylindrical Lévy Processes | Link |
| Wednesday, Dec. 9th, 14.00-14.45 | Eugene Shargorodsky: Sharp estimates for conditionally centred moments and for compact operators on $L^p$ spaces | Link |
| Wednesday, Dec. 9th, 15.15-16.00 | Tony Hill: Regional fractional operators arising in the theory of Lévy processes | Link |
| Thursday, Dec. 10th, 14.00-14.45 |
Zbigniew Palmowski: On the renewal theorem for maxima on trees | Link |
| Thursday, Dec. 10th, 15.15-16.00 | Matthew Griffiths: Modelling Lévy Space-Time White Noises: Cylindrical Lévy Processes and Lévy-valued Random Measures | Link |
Coffee Breaks: Between the two talks on every day there is time for informal discussions.
Organizers: Anita Behme and René Schilling
Access: All talks will be distributed via zoom, a simple webinar tool. Just click on the links provided in the schedule and you will be sent to the corresponding webinar. For all users with a zoom-app installed, meeting-IDs and passwords are as follows:
Tuesday: Meeting-ID: 867 6224 5360, password: TC@TUD1
Wednesday: Meeting-ID: 863 1592 5199, password: TC@TUD2
Thursday: Meeting-ID: 894 0464 7137, password: TC@TUD3