Institut de Physique Théorique
Direction de la Recherche Fondamentale  -  Saclay
UMR 3681 - INP
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Saturday, November 18, 2017

Home page of Jérémie Bouttier

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On this page : Contact details / Research / Teaching / CV / Events

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Jérémie BOUTTIER

Researcher in mathematical physics

Institut de physique théorique
CEA Saclay
Orme des merisiers
F-91191 Gif-sur-Yvette Cedex

Tel: +33169086630

Laboratoire de physique
ENS de Lyon
46 allée d’Italie
F-69364 Lyon Cedex 07

Tel: +33472728442

Email: [firstname].[lastname]@ipht.fr

Research

My interests lie at the interface between mathematics and physics, more precisely in the field of combinatorial statistical physics.

Some keywords : random maps, two-dimensional quantum gravity, integrability, random trees, dimer models, loop gases...

My publications are available online on my arXiv page. See also the lists compiled by HAL, by IPhT or by Google Scholar. My doctoral thesis on TEL (in French).

You can get an idea of my work by looking at the files from some of my talks. First, some general talks on my main subject, random maps:

Then, talks on more specific subjects:

Teaching

I was an associate professor at the Department of mathematics and its applications of the École normale supérieure from 2012 to 2016. There I managed the math-physics first-year curriculum. During the academic year 2015-2016, I ran a reading group on Enumerative combinatorics (1st year) and a working group on Random maps and their local limits (2nd year). From 2012 to 2015, I gave together with Guilhem Semerjian a course on Rigourous aspects of equilibrium statistical mechanics (L3 level -- more info and material on the course pages: 2014-2015, 2013-2014, 2012-2013).

I have given preceptorships (tutorats) in mathematics at ESPCI from 2009 till 2012. Some subjects (in French) : Transformations conformes et hydrodynamique, Marches aléatoires et marchés financiers.

CV

You can download my academic CV (as of January 2017).

Events

I organize, or have organized, the following events :

Some other forthcoming or past events :

Some recurring events :


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