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    Pavillon President-Kennedy, UQAM

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    ARTA III : Advances in representation theory of algebras (2014)

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    Mathematics in Marseille with Mark Haiman, Cédrik and François Bergeron

  • RS, Adriano Garsia
La Jolla, CA

[#Beginning of Shooting Data Section]
Nikon CoolPix2500
2003/01/26 20:34:50
JPEG (8-bit) Basic
Image Size:  1600 x 1200
Color
ConverterLens: None
Focal Length: 5.6mm
Exposure Mode: Programmed Auto
Metering Mode: Multi-Pattern
1/152.7 sec - f/4.5
Exposure Comp.: 0 EV
Sensitivity: Auto
White Balance: Auto
AF Mode: AF-S
Tone Comp: Auto
Flash Sync Mode: Front Curtain
Electric Zoom Ratio: 1.00
Saturation comp: 0
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Noise Reduction: OFF
[#End of Shooting Data Section]

    Mathematics at the beach, Richard Stanley and Adriano Garsia (2003)

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    Mathematics at a bar in Banff with Adriano Garsia and Nantel Bergeron

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    Mountain mathematics with Francois and Nantel Bergeron, Jennifer Morse and Adriano Garsia

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    Welcome to LaCIM!

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    Welcome to LaCIM!

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    Welcome to LaCIM!

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    Welcome to LaCIM!

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    Welcome to LaCIM!

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    Gilbert Labelle and Christophe Reutenauer

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    Welcome to LaCIM!

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    Welcome to LaCIM!

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    Welcome to LaCIM!

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    Welcome to LaCIM!

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    Welcome to LaCIM!

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    Welcome to LaCIM!

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    Welcome to LaCIM!

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    Welcome to LaCIM!

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    Welcome to LaCIM!

Welcome to LaCIM

The LaCIM  (Laboratoire de Combinatoire et d’Informatique Mathématique) is a research center gathering researchers, postdoctoral fellows, as well as graduate and undergraduate students interested in

...

Seminars

Semestre thématique du CRMFriday, 31 March 2017, 13:30

Pas de séminaire

École sur la combinatoire des mots et des pavages. Le séminaire est donc remplacé par la présentation de Casey Mann.

The first fieldFriday, 07 April 2017, 13:30

John H. Conway (Princeton University)

Abstract: The "first field" is obtained by making the entries in its addition and multiplication tables be the smallest possibilities. It is really an interesting field that contains the integers, but with new addition and multiplication tables. For example, $2 \times 2 = 3$, $5 \times 7 = 13$, ... It extends to the infinite ordinals and the first infinite ordinal is the cube root of $2$!

À venirFriday, 21 April 2017, 13:30

Benoit Larose (Collège Champlain)

Résumé: À venir