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SUMMARY:Continuous linear endomorphisms of holomorphic functions - Finn We
 irsig\, University of Oxford
DTSTART:20230303T150000Z
DTEND:20230303T160000Z
UID:TALK196453@talks.cam.ac.uk
CONTACT:Tom Adams
DESCRIPTION:Let $X$ denote an open subset of $\\mathbb{C}^{d}$\, and $\\ma
 thcal{O}$ its sheaf of holomorphic functions. In the 1970’s\, Ishimura s
 tudied the morphisms of sheaves $P\\colon\\mathcal{O}\\to\\mathcal{O}$ of 
 $\\mathbb{C}$-vector spaces which are continuous\, that is the maps $P(U)\
 \colon\\mathcal{O}(U)\\maps\\mathcal{O}(U)$ on the sections are continuous
 . In this talk\, we explain his result\, and explore its analogues in the 
 non-Archimedean world.
LOCATION:CMS MR11
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