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    Pavillon Président-Kennedy, UQAM

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    ARTA III : Avancées en théorie des représentations des algèbres (2014)

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    Mathématiques à Marseille avec Mark Haiman, Cédrik et François Bergeron

  • RS, Adriano Garsia
La Jolla, CA

[#Beginning of Shooting Data Section]
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[#End of Shooting Data Section]

    Maths à la plage, Richard Stanley et Adriano Garsia (2003)

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    Mathématiques au bar à Banff avec Adriano Garsia et Nantel Bergeron

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    Mathématiques à la montagne avec Francois et Nantel Bergeron, Jennifer Morse et Adriano Garsia

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    Bienvenue au LaCIM!

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    Bienvenue au LaCIM!

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    Bienvenue au LaCIM!

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    Bienvenue au LaCIM!

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    Bienvenue au LaCIM!

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    Gilbert Labelle et Christophe Reutenauer

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    Bienvenue au LaCIM!

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    Bienvenue au LaCIM!

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    Bienvenue au LaCIM!

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    Bienvenue au LaCIM!

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    Bienvenue au LaCIM!

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    Bienvenue au LaCIM!

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    Bienvenue au LaCIM!

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    Bienvenue au LaCIM!

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    Bienvenue au LaCIM!

Bienvenu au LaCIM

Le LaCIM (Laboratoire de Combinatoire et d’Informatique Mathématique)est un centre de recherche regroupant chercheurs, stagiaires et étudiants autour de thèmes relevant des mathématiques discrètes et

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Séminaires

R-systemsFriday, 24 November 2017, 13:30

Pavel Galashin (MIT)

Abstract: Birational toggling on Gelfand-Tsetlin patterns appeared first in the study of geometric crystals and geometric Robinson-Schensted-Knuth correspondence. Based on these birational toggle relations, Einstein and Propp introduced a discrete dynamical system called birational rowmotion associated with a partially ordered set. We generalize birational rowmotion to the class of arbitrary strongly connected directed graphs, calling the resulting discrete dynamical system the R-system. We study its integrability from the points of view of singularity confinement and algebraic entropy. We show that in many cases, singularity confinement in an R-system reduces to the Laurent phenomenon either in a cluster algebra, or in a Laurent phenomenon algebra, or beyond both of those generalities, giving rise to many new sequences with the Laurent property possessing rich groups of symmetries. Some special cases of R-systems reduce to Somos and Gale-Robinson sequences. This is joint work with Pavlo Pylyavskyy.

TBAFriday, 22 December 2017, 13:30

Frédéric Patras (Université de Nice Sophia-Antipolis)

Abstract: TBA

TBAFriday, 12 January 2018, 13:30

Narad Rampersad (University of Winnipeg)

Abstract: TBA

TBAFriday, 19 January 2018, 13:30

Dun Qiu (UCSD)

Abstract: TBA