List of Talks
Local convergence for permutations: the case of uniform 231-avoiding permutations, Dartmouth College in Hanover (USA, New Hampshire), Permutation Patterns 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.
Local convergence for permutations: the case of uniform 321-avoiding permutations, Universität Zürich (Switzerland), Discrete mathematics seminar.
Local convergence for permutations, Università degli Studi di Padova (Italy), Probability seminar.
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 …