The seminar takes place on Fridays, at 14:15 in SR 2.040.
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Upcoming
October 17 at 14:15 in SR 2.040 .
Speaker: Francesca Pieroni (Sapienza Università di Roma)
Title: Random Euclidean Matching for exponentially decaying densities
The Random Euclidean Matching problem is the problem of finding the optimal matching between two families of iid random variables distributed in a d-dimensional domain. Here "optimal" refers to the cost function determined by the sum of the distances between couples of points (elevated to a power p).
In this talk we will first focus on the matching of variables distributed on bounded connected domains. Then we will investigate the case of iid random variables distributed in $\mathbb{R}^d$ according to an exponentially decaying probability density.
