<?xml version="1.0" encoding="utf-8" ?>
<?xml-stylesheet type="text/xsl" href="sem2html.xsl" ?>

<seminar>
<sprecher href="http://www.ucl.ac.uk/~ucahcjm/">Charles Morgan</sprecher>
<uni>University College London, Great Britain</uni>
<titel>Ramsey Theory</titel>
<datum>21 de Março de 2007</datum>
<wochentag>quarta-feira</wochentag>
<uhrzeit>12h</uhrzeit>
<raum>Sala 5.4</raum>
<abstract>I'll give an overview of some solved and unsolved problems in
Ramsey theory -  a part of mathematics whose focus is the relationship
between order and disorder (or 'structure' and 'chaos'). I'll stress,
particularly, the connections between Ramsey theory for the finite and
for the uncountable.
<newparagraph/>
[The intention is that no more than a very basic knowledge of set theory
(eg. knowing what a cardinal is) and combinatorics (what a graph is)
will be assumed.]
</abstract>
</seminar>
