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UID:/NewsandEvents/Archives/2016/newsitem/8431/14-
 December-2016-A|C-seminar-Andrey-Kudinov
DTSTAMP:20161205T142300
SUMMARY:A|C seminar, Andrey Kudinov
ATTENDEE;ROLE=Speaker:Andrey Kudinov (HSE Moscow)
DTSTART;TZID=Europe/Amsterdam:20161214T170000
LOCATION:Room G2.02,  Science Park 904, Amsterdam.
  
DESCRIPTION:Abstract:  The real line is probably t
 he most well known and well studied topological sp
 ace. There are 6 different combinations of languag
 es of this kind (two unimodal and four bimodal). T
 he first modality in bimodal and the modality in u
 nimodal languages we will interpret either using  
 closure or derivation topological operators. For t
 he second modality in bimodal settings we use univ
 ersal or difference modalities.  We will discuss l
 ogics of the real line that arise in all these lan
 guages.
X-ALT-DESC;FMTTYPE=text/html:\n  <p>Abstract:<br>\
 n  The real line is probably the most well known a
 nd well studied topological space. There are 6 dif
 ferent combinations of languages of this kind (two
  unimodal and four bimodal). The first modality in
  bimodal and the modality in unimodal languages we
  will interpret either using&nbsp; closure or deri
 vation topological operators. For the second modal
 ity in bimodal settings we use universal or differ
 ence modalities.<br>\n  We will discuss logics of 
 the real line that arise in all these languages.</
 p>\n
URL:https://www.illc.uva.nl/alg-coalg/
CONTACT:Frederik Lauridsen  at f.m.lauridsen at uv
 a.nl
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