LIEGRITS Flags, Quivers and Invariant Theory in Lie Representation Theory A Marie Curie Research Training Network funded by the European community as project MRTN-CT 2003-505078 for the period from 01.02.2004 - 31.01.2008.

Partners and coordinators

Main coordinator

Partners and local coordinators

Positions

• In the network, there are two kinds of positions available:
  • "early stage researchers", meaning less than 4 years experience counting from the date of acquiring the diploma giving the right to start with Ph. D. research.
  • "experienced researchers", meaning less than 10 years of experience counting as before, but more than 4 years.
  The actual amounts of salaries and grants are country-dependent, more details can be found on the hompages of the individual nodes or by asking the local coordinators directly. Candidates from non EC countries may apply; the network however is restricted in hiring resarchers from third countries and this results in limitations depending on the number of researchers from non EU-countries already hired at a given moment. Details about research topics may be found on the home page on the separate nodes. The network supports strongly the policy with respect to the gender issues so that female candidates are urged to apply.
  
• Candidates should send (electronically) a letter of application, a CV with list of publications and two letters of recommendation to both
  • Fred Van Oystaeyen, fred.vanoystaeyen@ua.ac.be (Universiteit Antwerpen).
  • Anna Melnikov, anna.melnikov@weizmann.ac.il (The Weizmann Institute of Science).
  In case the candidate has already contact with a host local coordinator or advisor it is advised to also send a copy of the application to the local coordinator.
  

Projects

• Varieties of Representations of Algebras
• The Geometry of the Flag Variety
• Orbital Varieties and Quantization
• Conformal Algebras and Lie Superalgebras
• Classical Invariants of representations
• Automorphic Representations and Cyclic Integrals
• Modular Representations of Symmetric and Linear groups
• Asymptotic Representation Theory
• Low Dimensional Topology and Homotopy
• Quiver Moduli, Quantum Groups and Noncommutative Algebraic Geometry