Logic List Mailing Archive

HSTW 2020: Hamburg Set Theory Workshop 2020, virtual

20-21 Jun 2020

HSTW 2020: Hamburg Set Theory Workshop 2020
Descriptive Set Theory, Forcing and the Reals
Zoom webinar/meeting
20 & 21 June 2020
https://www.math.uni-hamburg.de/spag/ml/HSTW2020/

UPDATE: Due to the Covid-19 pandemic, the HSTW 2020 will be held online as a
Zoom webinar with several zoom meetings as substitute for social events, like 
cofeebreaks/lunch.
Further information about the conference format can be found on the conference 
homepage.


== Speakers:
1.       Vera Fischer (Vienna)
2.       Yurii Khomskii (Hamburg & Amsterdam)
3.       Dominique Lecomte (Paris)
4.       Heike Mildenberger (Freiburg)
5.       Dorottya Sziraki (Budapest)
6.       Wolfgang Wohofsky (Vienna)
7.       Jindrich Zapletal (Gainesville FL)
8.       Zoltan Vydnyanszky (Vienna)

== Topic:
Descriptive set theory discusses the relationship between logical complexity
and good behaviour of sets, so-called regularity properties (e.g. Lebesgue
measurability, perfect set property, etc.). It is well known that these
properties are closely connected to forcing (and in some cases, large
cardinals).

Modern developments in set theory such as forcing, large cardinals and
determinacy give powerful techniques to tackle problems in descriptive set
theory. In recent years, set theorists have generalised classical results of
descriptive set theory to generalised reals.

== Registration:
Please register via an email to <HSTW2020@math.hamburg>.

The number of participants is limited and registrations will be accepted
on a first come, first serve basis. Therefore please register as soon as
possible.

There are no costs associated with registration.

== Contact:
Web: https://www.math.uni-hamburg.de/spag/ml/HSTW2020/
Mail: HSTW2020@math.hamburg

== Support
Financially supported by the Verein zur Ausrichtung von Tagungen am
Fachbereich Mathematik der Universitaet Hamburg (VATFBMUHH) e.V.

== Organisers:
Michel Gaspar, Marcel Krueger, Benedikt Loewe & Deniz Sarikaya.
Please do not hesitate to contact us for any further information.

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