Fri, 13 Feb 2026
15:00
15:00
On the uniqueness of Ricci flows from Reifenberg Alexandrov spaces
Laura Bradby
(University of Warwick )
Abstract
Hamilton’s Ricci flow is a widely studied tool of geometric analysis, with a variety of applications. It is sometimes possible to obtain existence results for Ricci flows coming out of singular spaces, which leads to the question of uniqueness in these cases. In this talk, we will discuss a new result on uniqueness of Ricci flows coming out of Reifenberg Alexandrov spaces, and give some indication of the methods used in the proof.
Real-world patient characteristics and treatment patterns associated with tucatinib therapy in patients with HER2+metastatic breast cancer
Neuberger, E
Schwartz, N
Bartley, K
Hsu, L
Wong, G
Blahna, M
Pittner, B
Wang, S
Meisel, J
JOURNAL OF CLINICAL ONCOLOGY
volume 41
issue 16_SUPPL
1051-1051
(2023)
https://www.webofscience.com/api/gateway?GWVersion=2&SrcApp=elements_prod_1&SrcAuth=WosAPI&KeyUT=WOS:001555395200019&DestLinkType=FullRecord&DestApp=WOS_CPL
Can you remember a teacher that played a particularly influential role in your time at school? Maybe they even inspired your love of mathematics!
Written by Esme Somerside Gregory and devised by Oxford student theatre company Cartesian Productions, "