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DTSTART;VALUE=DATE:20140114
DTEND;VALUE=DATE:20140116
DTSTAMP:20260616T224655
CREATED:20140107T144247Z
LAST-MODIFIED:20190509T093736Z
UID:4934-1389657600-1389830399@lmv.math.cnrs.fr
SUMMARY:Maths physics meeting on cold atoms
DESCRIPTION:January 14th-15th 2014 \nThis meeting will take place at Institut Henri Poincaré\, 11 rue Pierre et Marie Curie\, Paris\, amphi Darboux. \n\nPlenary Speakers :\n\nAmandine Aftalion (CNRS\, University of Versailles)\nHenri Berestycki (EHESS\, Paris)\nJean Dalibard (College de France and ENS\, Paris)\nNathan Goldman (ENS\, Paris)\nMunetto Nitta (University of Keio\, Japan)\nEtienne Sandier (University of Paris-Est Créteil)\n\n  \nShort talks :\n\nClément Gallo\nXavier Lamy\nPeter Mason\nRémy Rodiac\n\n\nTitle\, summary of talks and schedule\n 
URL:https://lmv.math.cnrs.fr/evenenement/maths-physics-meeting-on-cold-atoms/
LOCATION:IHP\, Paris
CATEGORIES:Evénement scientifique
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BEGIN:VEVENT
DTSTART;VALUE=DATE:20140121
DTEND;VALUE=DATE:20140122
DTSTAMP:20260616T224655
CREATED:20131210T090409Z
LAST-MODIFIED:20190313T104714Z
UID:2443-1390262400-1390348799@lmv.math.cnrs.fr
SUMMARY:Journée "Combinatoire et équations fonctionnelles" (21/01/2014)
DESCRIPTION:Programme  :\n10h30 : accueil des participants\, café \n11h-12h : M. Wibmer (RWTH Aachen)\,\nSkolem-Mahler-Lech type theorems and Picard-Vessiot theory \nRésumé  : After recalling some basics of the Galois theory of linear difference equations\, I will explain how this theory can be applied to study holonomic sequences. In particular\, I will point out a connection between this Galois theory and a generalization of the Skolem-Mahler-Lech theorem to rational function coefficients. \n14h-15h : A. Bostan (SpecFun\, INRIA Saclay)\,\nComputer Algebra for Lattice Path Combinatorics \nRésumé  : Classifying lattice walks in restricted lattices is an important problem in enumerative combinatorics. Recently\, computer algebra methods have been used to explore and solve a number of difficult questions related to lattice walks. In this talk\, we will give an overview of recent results on structural properties and explicit formulas for generating functions of walks in the quarter plane\, with an emphasis on the algorithmic methodology. \n15h30-16h30 :\nM. Bousquet-Mélou (CNRS et Université Bordeaux 1)\,\nPermutations sortable by two parallel stacks and quarter plane walks. \nRésumé  : The problem of enumerating the permutations that can be sorted using two stacks in parallel has stood open since it was raised in the early 1970s. We solve it by giving a pair of functional equations that characterizes the generating function of permutations that can be sorted with two parallel stacks. The first component of this system describes the generating function Q(a\,u) of square lattice loops confined to the positive quadrant\, counted by the length and the number of northeast corners. Our analysis of the asymptotic number of sortable permutations relies at the moment on two intriguing conjectures dealing with the series Q(a\,u). We prove that these conjectures hold for closed walks confined to the upper half-plane\, or not confined at all. They remain open for quarter plane walks. Given the recent activity on walks confined to cones\, we believe them to be attractive per se. \nLa journée aura lieu le matin au bâtiment Buffon\, amphi Bertin\,\net l’après-midi au bâtiment Fermat\, amphi H.
URL:https://lmv.math.cnrs.fr/evenenement/journee-combinatoire-et-equations-fonctionnelles-21-01-2014/
LOCATION:Bâtiment Buffon\, amphi Bertin
CATEGORIES:Séminaire différentiel
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