List of Talks

09/07/2018

Local convergence for permutations: the case of uniform 231-avoiding permutations, Dartmouth College in Hanover (USA, New Hampshire), Permutation Patterns 2018.

27/06/2018

Local convergence for permutations: the case of uniform 321-avoiding permutations, Laboratoire de Probabilités, Statistique et Modélisation de Paris (France), Groupe de travail des thésards du LPSM.

19/03/2018

Local convergence for permutations: the case of uniform 321-avoiding permutations, Universität Zürich (Switzerland), Discrete mathematics seminar.

20/02/2018

Local convergence for permutations, Università degli Studi di Padova (Italy), Probability seminar.

Slides

My Posts

Local convergence for random permutations: the case of uniform pattern-avoiding permutations.

For large combinatorial structures, two main notions of convergence can be defined: scaling limits and local limits. In particular for graphs, both notions are well-studied and well-understood. For permutations only a notion of scaling limits, called permutons, has been recently introduced. The convergence for permutons has also been characterized by frequencies of pattern occurrences. We …

Local convergence for random permutations: the case of uniform pattern-avoiding permutations.Read More »