Weak convergence of rescaled discrete objects in combinatorics
37 Pages
English
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Weak convergence of rescaled discrete objects in combinatorics

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Gain access to the library to view online
Learn more
37 Pages
English

Description

Weak convergence of rescaled discrete objects in combinatorics Jean-Franc¸ois Marckert (LaBRI - Bordeaux) ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? LILLE, 2011 !

  • simulating random

  • combinatorial objects

  • situations when

  • labri - bordeaux

  • infinitely many

  • weak convergence

  • convergence associated


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Language English
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Weak
convergence of rescaled discrete objects in combinatorics
Jean-Fran¸coisMarckert(LaBRI-Bordeaux) − ◦ − ◦ − ◦ − ◦ − ◦ − ◦ − ◦ − ◦ −
LILLE, 2011 !
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O. What are we talking about? - Pictures
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The talk deals with these situations when simulating random combinatorial objects with size103106109in a window of fixed size, one sees essentially the same picture
Questions: What sense can we give to this: – a sequence of (normalized) combinatorial structures converges? – a sequence ofrandomnormalized combinatorial structures converges”? If we are able to prove such a result...: – What can be deduced? – What cannot be deduced?
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What sense can we give to this: – a sequence of normalized combinatorial structures converges? answer: this is a question of topology...
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