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DTSTAMP:20190619T215334Z
UID:20190619T195334-087215389@www.mn.uio.no
DTSTART:20181011T141500Z
DTEND:20181011T150000Z
LOCATION:B 1119 NHA
DESCRIPTION:Let C be a generalised based category (to be defined) and R a commutative ring with identity. In this talk, we construct a cohomology theory in the category B_R(C) of contravariant functors from C to the category of R-modules in an axiomatic way, This cohomology theory generalises simultaneously Bredon cohomology involving finite, profinite, and discrete groups. We also study higher K-theory of the categories of finitely generated projective objects and and finitely generated objects in B_R(C) and obtain some finiteness and other results.
SUMMARY:Aderemi Kuku: Cohomology for generalised Bredon coefficient systems and higher K-theory
URL:https://www.mn.uio.no/math/english/research/groups/geometry-topology/events/seminars/kuku11.10.18.html
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