Im Konferenzkalender suchen
Disziplin
|
Konferenzmanagement Software Das neues, digitale Konferenzmanagement-
system (COMS) ist jetzt verfügbar!
Als Organisator einer Tagung benutzen Sie COMS um:
- Teilnehmer-
anmeldungen
- Vortrags-
ankündigungen
- Begutachtung, Redaktion und Auswahl der Vortrags-
anmeldungen
online anzubieten bzw. durchzuführen.
Jetzt anmelden!
Konferenzen zum Thema Gruppentheorie in Kanada
Conference-Service.com stellt der Öffentlichkeit ein Kalendarium wichtiger Konferenzen, Symposien und sonstiger Tagungen im wissenschaftlich-technischen Bereich zur Verfügung.
Obwohl das Verzeichnis mit großer Sorgfalt zusammengestellt und ständig aktualisiert wird, weisen wir auf die Möglichkeit von Fehlern ausdrücklich hin. Bitte vergewissern Sie sich immer beim Veranstalter, bevor Sie über die Teilnahme oder Nichtteilnahme an einer Konferenz entscheiden.
Organisatoren können kostenlos ihre Konferenzankündigungen veröffentlichen.
Wählen Sie ein Land aus:
Australien (2) - Deutschland (2) - Großbritannien (3) - Kanada (2) - Polen (1) - Portugal (1) - Schweiz (1) - Singapur (1) - Spanien (1) - Vereinigte Staaten (2) - ALLE LÄNDER (16)
| 1. |  [ID=93033]Summer School in Geometric Representation Theory and Extended Affine Lie Algebras | | 15. Jun 2009 → 27. Jun 2009; University of Ottawa, Kanada | | Zusammenfassung: 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. | | Webseite: http://www.fields.utoronto.ca/programs/scientific/08-09/geomrep/index.html | | Verwandte Fachgebiete: Kurse und Veranstaltungen für Studenten |
| 2. | [ID=93109]Conference in Geometric Representation Theory and Extended Affine Lie Algebras | | 28. Jun 2009 → 03. Jul 2009; University of Ottawa, Kanada | | Zusammenfassung: 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. | | Webseite: http://www.fields.utoronto.ca/programs/scientific/08-09/geomrep/index.html |
Alle Konferenzen in Kanada anzeigen.
Stand vom 13. Oktober 2007
|
