Generalized Symmetries In Physics - Proceedings Of The International Symposium On Mathematical Physics

Part 1 Representations of Quantum Groups and Their Application: Graph Generalization of Quantum Groups (C Gomez & G Sierra); Cross Product Quantization Nonabelian Cohomology and Twisting of Hopf Algebras (S Majid); Miscellaneous Physical Applications of Quantum Algebras (M Kibler); Positive Energy Representations of Noncompact Quantum Algebras (V K Dobrev). Part 2 Structure of Quantum Groups and Their Differential Calculi: From Classical to Quantum - The Question of Universality (P Truini); On Quantum Groups from the Quantization Point of View (B Jurco); Quantum Poincare Subgroup of q-Conformal Group and q-Minkowski Geometry (M Chaichian et al); Bicovariant Differential Calculi on Quantum Groups An.11 Bn and Dn, (K Schmuedgen et al); Part 3 Symmetries and Integrability: The Yang-Baxter Symmetry in Field Theory (H J de Vega); Symmetry Integrability and Separability (H-D Doebner & A G Ushveridze); Integrable Systems in Higher Dimensions (D B Fairlie), Appell Functions and the Poeschl-Teller Potential (L Vinet et al.). Part 4 Symmetries in Field Theory: Can Anomalies Melt? (H Grosse at al.); Renormalization of Current Algebra (J Mickelsson); Subfactors and Coset Models (K-H Rehren). Part 5 Mathematical Structures: Z3-Grading and Ternary Algebraic Structures (P Kerner); Poisson Lie Groups and Nonlinear Convexity Theorems (J Hilgert et al.); Quantization on Homogeneous Compact Kahler Manifolds (M S Marinov et al). (Part contents).