[LOGO] Faculty of Mathematical Sciences
The Weizmann Institute of Science

Algebraic Lie Representations
at The Weizmann Institute of Science


Research in Algebraic Lie Representations

A Network of the EEC program

"Training and Mobility of Researchers"

ERB FMRX-CT97-0100




People

A. Joseph

V. Hinich ( Haifa University )

A. Melnikov (Center of Technological Education, Holon )

A. Reznikov

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E. Lanzmann (postdoc)

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Ph. D. Students:

Y. Bazlov,

J. Greenstein,

E.Perelman,

Research Domains

The study of primitive spectrum of enveloping algebras and quantum groups particularly with respect to order relations, construction of links and determination of invariants such as Goldie rank and associated varieties.

The study of differential operators rings, their invariants and representation theory.

The study of geometric objects associated to the orbit method, in particular orbital varieties, the inclusion relations and character formulas, ideals of definition particularly of orbital varieties and commuting varieties.

The use of crystal graphs to solve combinatorial problems associated to representation theory, particularly character formulas for integrable modules and links in prime spectra.

The study of KPRV determinants in the super, quantum and affine contexts.

Seminars and Courses

  1. Weekly seminar "Representation Theory and Algebraic Geometry"
  2. Courses:

Lie Algebras and Lie groups -- V. Vinnikov

Doctoral and Post-Doctoral positions

One or two post-doctoral positions for 6-12 month at roughly 1750$ per month in local currency are available.

In addition the Feinberg School at the Weizmann Institute supports both doctoral and post-doctoral positions.

Home page.

Joseph

 

   

 

 

Logo based on the geometric presentation of the primitive ideals for sl(3) following W. Borho

last update: 17/3/99