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UID:/NewsandEvents/Archives/2014/newsitem/5715/9-M
ay-2014-Descriptive-Set-Theory-Lausanne-Switzerlan
d
DTSTAMP:20140420T000000
SUMMARY:Descriptive Set Theory, Lausanne, Switzerl
and
DTSTART;VALUE=DATE:20140509
DTEND;VALUE=DATE:20140509
LOCATION:Lausanne, Switzerland
DESCRIPTION:The Swiss Graduate Society of Logic an
d Philosophy of Science (SGSLPS) organises a one-d
ay conference on Descriptive Set Theory on May 9 i
n Lausanne (Switzerland). Descriptive Set Theor
y is the study of the sets of reals that can be ex
plicitly defined or constructed, and so can be exp
ected to have certain properties, such as Lebesgue
Measurability, not enjoyed by arbitrary sets. It
is a central part of contemporary Set Theory and t
herefore dealing with major logical concepts, such
as definability and undecidability. Prof. Andrett
a (Universita di Torino) will provide the audience
with a gentle introduction to Descriptive Set The
ory and its interactions with other parts of mathe
matics. Prof. Duparc (Université de Lausanne) will
then focus on infinite games, a major technique i
n this field. For more information, see http://w
ww.sgslps.ch/events.php
X-ALT-DESC;FMTTYPE=text/html:\n \n
The Swiss Graduate Society of Logic and Philosophy
of Science\n (SGSLPS) organises a one-day
conference on Descriptive Set\n Theory on M
ay 9 in Lausanne (Switzerland).\n

\n
\n Descriptive Set Theory is the study
of the sets of reals that\n can be explicit
ly defined or constructed, and so can be\n
expected to have certain properties, such as Lebes
gue\n Measurability, not enjoyed by arbitra
ry sets. It is a central\n part of contempo
rary Set Theory and therefore dealing with\n
major logical concepts, such as definability and
\n undecidability. Prof. Andretta (Universi
ta di Torino) will\n provide the audience w
ith a gentle introduction to Descriptive\n
Set Theory and its interactions with other parts o
f\n mathematics. Prof. Duparc (Universit&ea
cute; de Lausanne) will\n then focus on inf
inite games, a major technique in this field.\n

\n \n For more information, see\
n http://www.sgslps.ch/events.php\n

\n
URL:/NewsandEvents/Archives/2014/newsitem/5715/9-M
ay-2014-Descriptive-Set-Theory-Lausanne-Switzerlan
d
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