Fwd: Fwd: [math-users] TRINO ALGEBRAIC GEOMETRY SEMINAR

ICTP Math Section math at ictp.it
Mon Mar 18 15:59:14 CET 2024


> Inizio messaggio inoltrato:
>
> *Da: *Andrea Ricolfi <aricolfi at sissa.it>
> *Oggetto: **[math-users] TRINO ALGEBRAIC GEOMETRY SEMINAR*
> *Data: *18 marzo 2024 alle ore 06:19:47 GMT-3
> *A: *"math-users at lists.sissa.it" <math-users at lists.sissa.it>
>
> Dear All,
>
> this is to announce the next TRINO 
> <https://sites.google.com/view/trinotriestino/home> appointment. We 
> have Anna Barbieri (Università di Verona) speaking about
>
> *Moduli spaces of stability conditions and of quadratic differentials*
>
>
> Abstract: The space of Bridgeland stability conditions is a complex 
> manifold attached to a triangulated category D, parametrizing some 
> t-structures of the category. In some cases, when D is constructed 
> from a Ginzburg algebra of a quiver, it is isomorphic to a moduli 
> space of quadratic differentials on a Riemann surface. I will review 
> this correspondence, which is due to Bridgeland-Smith in the simple 
> zeroes case and was extended in [BMQS] to higher order zeroes, to 
> motivate a tentative construction of a smooth compactification of the 
> stability manifold. This is based on joint works with M.Moeller, 
> Y.Qiu, and J.So.
>
> Venue: Wed, Mar 20, 14h00. SISSA, Dubrovin Lecture Room (136, first 
> floor).
>
> All interested are welcome to attend!
>
> all the best,
> andrea
> _______________________________________________
> math-users mailing list
> math-users at lists.sissa.it
> https://lists.sissa.it/mailman/listinfo/math-users

-- 
Koutou Mabilo
ICTP Mathematics Group
Leonardo Da Vinci Building
Strada Costiera no. 11
34151 Trieste, Italy
Tel. no.: +39-040-2240455

For to be free is not merely to cast off one's chains, but to live in a way
that respects and enhances the freedom of others. Nelson Mandela



More information about the science-ts mailing list