July 15 - 19, 2024
Venue: Lipschitz-Saal (Endenicher Allee 60, Bonn)
Organizers: Jongchon Kim (City University of Hong Kong), Lillian Pierce (Duke University/Bonn Research Chair), Po Lam Yung (Australian National University)
Description: This summer school will give participants an introduction to contemporary methods for studying maximal operators, with a particular focus on using maximal operators as a tool to understand other phenomena in analysis.
Lecture series by:
- Jonathan Bennett, University of Birmingham: "Controlling oscillatory integrals by maximal operators"
- Xiumin Du, Northwestern University: "Schrodinger maximal operators and applications to PDE’s"
- Malabika Pramanik, UBC: "Geometric Maximal Operators"
- Andreas Seeger, UW Madison: "The Nevo-Thangavelu spherical maximal function on 2-step groups"
Additional talks by:
- Keith Rogers, Instituto de Ciencias Matemáticas
- Sanghyuk Lee, Seoul National University
The University of Bonn and HSM are committed to diversity and equal opportunity. We aim to increase the proportion of women in areas where women are underrepresented and to facilitate their careers. We therefore strongly encourage women with relevant qualifications to apply.
In case of scientific questions, please contact the organizers at uniformity(at)hcm.uni-bonn.de, in case of questions concerning services and administration, please contact hsm(at)hcm.uni-bonn.de.
The application deadline has expired.
This school will be preceed by the one on Uniformity and Stability of Oscillatory Integrals, July 8 - 12, 2024.
You are welcome to apply to attend both summer schools. In that case, we ask that (1) you submit the application for the summer school you are *most interested* in attending. On that application page, you will be able to tick a box indicating you are also interested in the other summer school. (2) Your letter of intent must then address how your work is related to both summer schools
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