Posted in
Speaker:
G. Koshevoy
Affiliation:
Russian Acad. of Sciences/MPI
Date:
Thu, 2012-04-26 15:00 - 16:00
Location:
MPIM Lecture Hall
Parent event:
MPI-Oberseminar We associate a toric variety to the cluster algebra of the coordinate ring of GL_n/P
(P is a parabolic subgroup). If such a cluster algebra is finite, then we have a smooth
toric variety. Our conjecture is that this holds in general.To confirm this conjecture
we construct a smooth toric variety for a framed acyclic quiver and study relations
between these two constructions of toric varieties.
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