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Conférences - Théorie des groupes

Conference-Service.com met à la disposition de ses visiteurs des listes de conférences et réunions dans le domaine scientifique. Ces listes sont publiées pour le bénéfice des personnes qui cherchent une conférence, mais aussi, bien sûr, pour celui des organisateurs. Noter que, malgré tout le soin que nous apportons à la vérification des données entrées dans nos listes, nous ne pouvons accepter de responsabilité en ce qui concerne leur exactitude ou étendue. Pensez donc à vérifier les informations présentées avec les organisateurs de la conférence ou de la réunion avant de vous engager à y participer!

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1.haut de la page[ID=173666]The 4th William Rowan Hamilton Geometry and Topology Workshop Heegaard splittings, mapping class groups, curve complexes and related topics
28 Aou 2008 → 30 Aou 2008; Hamilton Mathematics Institute (HMI), Trinity Coll, Irlande

Résumé: This is an announcement for the 4th William Rowan Hamilton Geometry and Topology Workshop to be held at the Hamilton Mathematics Institute (HMI), in Trinity College, Dublin, Ireland. This year, the workshop runs from Thursday, August 28th, through Saturday, August 30th.

Page web: http://www.hamilton.tcd.ie/events/gt/gt2008.htm
Sujets apparentés: Géométrie et topologie
2.haut de la page[ID=120178] International Conference on Renormalization Group and Related Topics
01 Sep 2008 → 05 Sep 2008; Dubna, Russie
Sujets: Quantum Field Theory; Statistical Physics; Stochastic and Nonlinear Dynamics; Mathematical Physics.
Page web: http://theor.jinr.ru/~rg2008/
Contact: International Department, JINR, 141980 Dubna, Moscow Region, Russia; Tél.: (+7 (49621) 64980)
3.haut de la page[ID=153762] International Conference on Geometry, Dynamics, Integrable Systems
02 Sep 2008 → 07 Sep 2008; Belgrade, Serbie
Sujets: Integrable systems in classical mechanics; Nonholonomic mechanics; Rigid body dynamics; Lie algebras and Lax representation; Separation of variables.
Page web: http://www.mi.sanu.ac.yu/~gdis08/
Contact: Mathematical Institute SANU, Kneza Mihaila 36, 11001 Belgrade, p.p. 367, Serbia; Tél.: (+381-11-2630170)
Sujets apparentés: Géométrie et topologie; Algèbre
 
4.haut de la page[ID=55634]Workshop — Geometric Group Theory, Hyperbolic Dynamics and Symplectic Geometry
07 Sep 2008 → 13 Sep 2008; Oberwolfach, Allemagne
Organisateur: Mathematisches Forschungsinstitut Oberwolfach
Page web: http://www.mfo.de/programme/schedule/2008/Workshops.html
Sujets apparentés: Géométrie et topologie
 
5.haut de la page[ID=156111]International Conference on K-Theory and Homotopy Theory
15 Sep 2008 → 19 Sep 2008; Santiago de Compostela, Galicia, Espagne
Organisateur: Nick Inassaridze, A. Razmadze Mathematical Institute (Georgia)and University of Vigo (Spain) Manuel Ladra, Universidad de Santiago de Compostela (Spain)

Résumé: Proceedings of the conference will be published in Journal of Homotopy and Related Structures

Page web: http://www.usc.es/regaca/ktht/
Sujets apparentés: Géométrie et topologie
 
6.haut de la page[ID=163026]Braids in Paris
17 Sep 2008 → 20 Sep 2008; Paris, France
Organisateur: Organisation commitee : Emmanuel Ferrand, Julien Marché, Ivan Marin, Gregor Masbaum. Scientific commitee : Christian Blanchet, Benjamin Enriquez, Daan Krammer, Jean Michel, Stepan Orevkov.

Résumé: This international meeting aims at bringing together experts who share an interest in braid groups, and expects to raise fruitful interactions among them. All subjects related to braid groups are welcome: knots, hyperplane arrangements, low dimensional topology, Coxeter groups, Hecke algebras, singularities, representations....

Page web: http://tresses08.institut.math.jussieu.fr/index-en.html
 
7.haut de la page[ID=156451]Structural Probability
03 Nov 2008 → 14 Nov 2008; Vienne, Autriche

Résumé: The workshop is a continuation of a series of earlier programmes at ESI: special semester 'Random Walks' (2001), RDSES/ESI Educational Workshop on Discrete Probability (2006), workshop 'Algebraic, geometric and probabilistic aspects of amenability' (2007). We plan to mostly concentrate on the following 3 areas of discrete structural probability: random walks, percolation on groups and graphs, random groups. Information: Limited financial support is available.

Contact: Mél.: aesi@esi.ac.at
Sujets apparentés: Statistique
 
8.haut de la page[ID=190929]Workshop on infinite-dimensional Lie groups and related functional analysis
06 Nov 2008 → 08 Nov 2008; University of Paderborn, Paderborn, Allemagne

Résumé: The workshop strives to bring together researchers from infinite-dimensional Lie theory and researchers in related areas of functional analysis, to familiarize each other with their ways of thinking, recent progress and typical problems. To foster these goals, there will be four introductory mini-courses, as well as several invited talks of an expository or survey character. The program is also apt to give young researchers (and researchers from neighboring areas) an introduction to infinite-dimensional calculus and the theory of infinite-dimensional Lie groups, including an impression of the state of the art.

Page web: http://www2.math.uni-paderborn.de/index.php?id=7670
 
9.haut de la page[ID=156334]Algebraic Topology, Braids and Mapping Class Groups
08 Dec 2008 → 22 Dec 2008; National University of Singapore, Singapour

Résumé: The recent progress in topology has shed light on many deep connections between algebraic topology and the theory of braids. A successful program on Braids was organized in May-July, 2007. This present program is going to explore further the connections between algebraic topology and braids, and to establish further research collaborations in algebraic topology in Asia. The present program will consist of a conference on algebraic topology, and a workshop on special topics. 1. The Second East Asia Conference on Algebraic Topology, December 8-12, 2008. 2. Workshop on Homotopy, Braids and Mapping Class Groups, December 13-22, 2008.

Page web: http://www.ims.nus.edu.sg/Programs/braids08/index.htm
Sujets apparentés: Géométrie et topologie
 
10.haut de la page[ID=119808]GCC09 — Group Theory, Combinatorics and Computation, in honour of Cheryl Praeger's 60th birthday
05 Jan 2009 → 16 Jan 2009; Perth, Australie

Résumé: The special theme programme will be broken down into two weeks. Participants may attend either week or both.

Week 1:An international conference in honour of Professor Praeger's 60th birthday. It will contain invited 1 hour talks and short contributed talks by participants.

Week 2:An informal week of short courses, workshops and problem sessions, especially benefical to early career researchers and postgraduate students.

Sujets: Group Theory, Combinatorics
Page web: http://sponsored.uwa.edu.au/gcc09/
Sujets apparentés: Théorie des graphes et combinatoire
 
11.haut de la page[ID=151155]International Conference 2009 — Group Theory, Combinatorics and Computation
05 Jan 2009 → 16 Jan 2009; Perth, Australie

Résumé: The special theme programme will be broken down into two weeks. Participants may attend either week or both.

Week 1: An international conference in honour of Professor Praeger's 60th birthday. It will contain invited 1 hour talks and short contributed talks by participants.

Week 2: An informal week of short courses, workshops and problem sessions, especially benefical to early career researchers and postgraduate students.

Page web: http://sponsored.uwa.edu.au/gcc09/welcome
Sujets apparentés: Théorie des graphes et combinatoire; Mathématiques appliquées: Mathématiques numériques
 
12.haut de la page[ID=174055]Algebraic Lie Theory
12 Jan 2009 → 26 Jui 2009; Isaac Newton Institute for Mathematical Sciences, , Royaume-Uni

Résumé: Lie theory has profound connections to many areas of pure and applied mathematics and mathematical physics. In the 1950s, the original 'analytic' theory was extended so that it also makes sense over arbitrary algebraically closed fields, in particular, fields of positive characteristic. Understanding fundamental objects such as Lie algebras, quantum groups, reductive groups over finite or p-adic fields and Hecke algebras of various kinds, as well as their representation theory, are the central themes of 'Algebraic Lie Theory'. It is anticipated that the activities of the programme will lead to a focalisation and popularisation of the various recent methods, advances and applications of Algebraic Lie Theory.

Page web: http://www.newton.ac.uk/programmes/ALT/index.html
 
13.haut de la page[ID=151666]Representations of Finite Groups
22 Mar 2009 → 28 Mar 2009; Oberwolfach, Allemagne
Organisateur: Mathematisches Forschungsinstitut Oberwolfach
Page web: http://www.mfo.de/programme/schedule/2009/
 
14.haut de la page[ID=151768]Quadratic Forms and Linear Algebraic Groups
10 Mai 2009 → 16 Mai 2009; Oberwolfach, Allemagne
Organisateur: Mathematisches Forschungsinstitut Oberwolfach
Page web: http://www.mfo.de/programme/schedule/2009/
Sujets apparentés: Algèbre
 
15.haut de la page[ID=106136]Character Theory of Finite Groups (in honour of Marty Isaacs)
03 Jui 2009 → 05 Jui 2009; Valencia, Espagne

Résumé: There will be time for a very limited number of short talks. If you plan to give one, please submit your title, with a detailed abstract, no later than March 30, 2009. We will accomodate as many people as we can. There will also be panels available for posters.

Page web: http://www.uv.es/isaacs09/
 
16.haut de la page[ID=93099]Summer School in Geometric Representation Theory and Extended Affine Lie Algebras
15 Jui 2009 → 27 Jui 2009; University of Ottawa, Canada

Résumé: Lie algebras and their representations form an extremely rich and important field of mathematics. Geometric representation theory is a relatively new field which has attracted much attention. The general idea is to use geometric methods to construct classically algebraic objects, such as representations of Lie groups and Lie algebras. Geometric techniques have proven to be particularly well suited to establishing positivity and integrality results, as these are often easy consequences of the geometric nature of the objects involved. One is also often able to use the representation theory of objects such as (affine) Kac-Moody algebras to organize and better understand the homology of various interesting spaces appearing in the constructions, like Hilbert schemes, flag varieties, Steinberg varieties, affine Grassmannians, and quiver varieties. In addition to its obvious connections to representation theory, geometric representation theory has been found to be intimately related to combinatorics (crystals, quivers), cluster algebras, mathematical physics, and many other subjects.

Page web: http://www.fields.utoronto.ca/programs/scientific/08-09/geomrep/index.html
Sujets apparentés: Cours et événements pour étudiants
 
17.haut de la page[ID=93054]Conference in Geometric Representation Theory and Extended Affine Lie Algebras
28 Jui 2009 → 03 Jul 2009; University of Ottawa, Canada

Résumé: Lie algebras and their representations form an extremely rich and important field of mathematics. Geometric representation theory is a relatively new field which has attracted much attention. The general idea is to use geometric methods to construct classically algebraic objects, such as representations of Lie groups and Lie algebras. Geometric techniques have proven to be particularly well suited to establishing positivity and integrality results, as these are often easy consequences of the geometric nature of the objects involved. One is also often able to use the representation theory of objects such as (affine) Kac-Moody algebras to organize and better understand the homology of various interesting spaces appearing in the constructions, like Hilbert schemes, flag varieties, Steinberg varieties, affine Grassmannians, and quiver varieties. In addition to its obvious connections to representation theory, geometric representation theory has been found to be intimately related to combinatorics (crystals, quivers), cluster algebras, mathematical physics, and many other subjects.

Page web: http://www.fields.utoronto.ca/programs/scientific/08-09/geomrep/index.html
 
18.haut de la page[ID=174040]Non-Abelian Fundamental Groups in Arithmetic Geometry
20 Jul 2009 → 18 Dec 2009; Isaac Newton Institute for Mathematical Sciences, , Royaume-Uni

Résumé: In the 1980's Grothendieck formulated his anabelian conjectures that brought to an hitherto-unexplored depth the interaction between topology and arithmetic. This suggested that the study of non-abelian fundamental groups could lead to a new understanding of deep arithmetic phenomena, including the arithmetic theory of moduli and Diophantine finiteness on hyperbolic curves. A certain amount of work in recent years linking fundamental groups to Diophantine geometry intimates deep and mysterious connections to the theory of motives and Iwasawa theory, with their links with arithmetic problems on special values of L-functions such as the conjecture of Birch and Swinnerton-Dyer. The goal of this programme is to investigate the ideas and problems of anabelian geometry within the global context of mainstream arithmetic geometry.

Page web: http://www.newton.ac.uk/programmes/NAG/
Sujets apparentés: Géométrie et topologie
 
19.haut de la page[ID=92226]Groups St Andrews in Bath
01 Aou 2009 → 15 Aou 2009; Bath, Royaume-Uni

Résumé: This conference, the eighth in the series of Groups St Andrews Conferences, will be organised along similar lines to previous events in this series. For 2009 the conference returns to its usual two-week format. The conference aims to cover all aspects of group theory. The short lecture courses are intended to be accessible to postgraduate students, postdoctoral fellows, and researchers in all areas of group theory.

Page web: http://www.groupsstandrews.org/
 
20.haut de la page[ID=174049]Modular forms on noncongruence groups
17 Aou 2009 → 21 Aou 2009; American Institute of Mathematics, Palo Alto, États-Unis

Résumé: This workshop, sponsored by AIM and the NSF, will explore the arithmetic and analytic properties of noncongruence modular forms and their potential applications. A special focus will be on the connection between Scholl representations attached to noncongruence cuspforms and automorphic forms by applying modularity lifting theorems.

Page web: http://aimath.org/ARCC/workshops/noncongruence.html
 

dernière mise à jour: 11 Août 2008