Analysis and Probability seminar
Simon Larson, Chalmers: Mean value inequalities in convex domains
A consequence of the classical mean value theorem is that the average of a subharmonic function in a ball is bounded from above by the average over the boundary. What happens if we replace the ball by a different domain? In this talk we shall discuss a range of mean value inequalities for subharmonic or convex functions on convex domains.
Organisers: Jakob Björnberg (firstname.lastname@example.org), Erik Broman (email@example.com) and Genkai Zhang (firstname.lastname@example.org). Please contact us if you wish to be informed of future seminars.
The seminar will be held in MVL14 as well as via Zoom. Members of the department will receive the link and password via mail, and can also attend in MVL14. Others interested are welcome to attend on Zoom and can get the link by contacting one of the organizers (please inform us who you are).
MV:L14 and Zoom