Journée-séminaire de combinatoire

(équipe CALIN du LIPN, université Paris-Nord, Villetaneuse)

Le 21 avril 2020 à 14h00 en visioconférence, Andrew Elvey Price nous parlera de : Combinatorial functional equations and Jacobi theta function

Résumé : I will discuss a fairly new method for solving certain systems of functional equations arising in combinatorics. I will start by describing the work of Bernardi, Bousquet-Mélou and Raschel on enumerating walks with small steps in the quarter plane, then I will describe how I have applied this method more generally, in particular to counting certain walks by winding angle. In each case the solutions involve Jacobi theta functions.

 [Slides.pdf] [vidéo]


Dernière modification : Monday 20 April 2020 Valid HTML 4.01! Valid CSS! Contact : Cyril.Banderier at lipn.univ-paris13.fr