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SUMMARY:Xiuhua Luo (Nantong University)
DTSTART:20250204T140000Z
DTEND:20250204T150000Z
DTSTAMP:20260421T153833Z
UID:UEAPS/48
DESCRIPTION:Title: <a href="https://researchseminars.org/talk/UEAPS/48/">T
 he structure of separated monomorphism category and its applications</a>\n
 by Xiuhua Luo (Nantong University) as part of ANTLR seminar\n\nLecture hel
 d in Queens 01.09.\n\nAbstract\nInitiated by G. Birkhoff\, there is a long
  history of studying (separated) monomorphism category. It was generalized
  to finite acyclic (bounded) quiver representations over a finite-dimensio
 nal algebra around ten year ago. It turns out that this category is relate
 d with many mathematical branches\, such as singularity theory\, preprojec
 tive algebra\, and plays an important role in relative homological algebra
 .\n\nIn this talk\, firstly\, the properties of the separated monomorphism
  category are given in a more general setup. Secondly\, I will explain the
  relation between separated monomorphism category and Gorenstein-projectiv
 e modules. Finally\, the construction of this category will be described.\
 n
LOCATION:https://researchseminars.org/talk/UEAPS/48/
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