LIEGRITS
Scientific objectives
- Integration of Algebraic and Topological Methods
- Integration of geometric ad Representation Theoretic Methods
- Algebraic Lie Representations, Quantization, Deformations
- Algebraic and Geometric Structures Related to Quivers
- Moduli Spaces, Noncommutative Geometry Methods
- Character Valuations
- Geometric interpretations in Path
- Orbital Varieties and Quantizability
- Classification of representations for W-superalgebras
- Orthogonal and symplectic representations using Yangians
- Adelic variants of Frobenius reciprocity
- Harish-Chandra modules
- Homotopy field theories
- Quiver-moduli
- 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
26.05.2004,
Gabriele.Bogner@math.uni-freiburg.de