PROGRAM

Seminar Kombinatorika, Geometrija, Topologija, Algebra (KGTA)

PLAN RADA ZA JANUAR 2019:

UTORAK, 29.01.2019. od 14:00 do 16:00, Matematički fakultet, sala 844 (5. sprat)
Nevena Marić, St. Louis
BERNOULLI CORRELATIONS AND CUT POLYTOPE
The starting point of this topic is a probabilistic problem of admissible correlations for multivariate distributions. In case of Bernoulli random variables (0-1 equally likely) the correlations set turns out to be bijectively related to the well known CUT polytope (a convex hull of cut vectors in a complete graph with vertices {1,...,n}). This relationship can further be explored to get some interesting properties of CUT using binary encoding, and hopefully some more!

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