Mathematical Physics X Proceedings of the Xth Congress on Mathematical Physics, Held at Leipzig, Germany, 30 July – 9 August, 1991
| Other Authors: | |
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| Format: | eBook |
| Language: | English |
| Published: |
Berlin, Heidelberg
Springer Berlin Heidelberg
1992, 1992
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| Edition: | 1st ed. 1992 |
| Subjects: | |
| Online Access: | |
| Collection: | Springer Book Archives -2004 - Collection details see MPG.ReNa |
Table of Contents:
- Representations of Quantized Differential Forms in Non-Commutative Geometry
- II Session Lectures
- Section 1: Analysis on Manifolds and Classical Mechanics
- Solutions of Nonlinear Wave Equations and Localization Theory
- Connections on Symplectic Manifolds and Characteristic Classes of Hamiltonian Systems
- Symplectic Twist Maps and the Theorem of Conley—Zehnder for General Cotangent Bundles
- Floer Homology for Mapping Cylinders
- Section 2: Quantum Groups and Non-Commutative Differential Geometry
- ?-Deformation of (Super)Poincaré Algebra
- Quantum Physics as Non-Commutative Geometry
- An Operator Algebraic Framework for the Duality of Quantum Groups
- Section 3: Chaotic Quantum Systems
- Distribution of Energy Levels in Quantum Systems with Integrable Classical Counterpart. Rigorous Results
- Entropy-Invariants of DynamicalSystems and Perturbations of Operators
- Chaotic Motion in Coulombic Potentials
- I Plenary Lectures
- Recent Progress in Classical Mechanics
- to the Differential Geometry of Quantum Groups
- Chaotic Quantum Systems
- Dynamical Zeta Functions: Where Do They Come From and What Are They Good For?
- Billiard-Type Systems with Chaotic Behaviour and Space-Time Chaos
- Statistical Physics and Spectral Theory of Disordered Systems: Some Recent Developments
- Low Temperature Stochastic Spin Dynamics: Metastability, Convergence to Equilibrium and Phase Segregation
- Entropy Methods in Hydrodynamical Scaling
- Quantum Groups and Non-Commutative Differential Geometry
- Hamiltonian Methods in Conformal Field Theory
- On the General Theory of Quantized Fields
- Atomic and Molecular Structure — A Renormalized Picture —
- Gauge Invariance in Non-Relativistic Many-Body Theory
- Asymptotic Completeness for N-Body Quantum Systems
- Self-Dual Chern—Simons Solitons
- Mathematical Theory of Classical Fields and General Relativity
- Semi-Classical and High-Energy Asymptotics of the Scattering Phase for Perturbations of Elliptic Operators
- On the Mapping Properties of the Wave Operators in Scattering Theory
- Section 12: Conformai and Topological Field Theory
- Reduction of Kac-Moody Systems
- Quantum Symmetry of Rational Conformal Models
- Section 13: General Relativity and Classical Field Theory
- Quasi-Normal Modes of the Schwarzschild Space-Time
- The Initial Value Problem for Self-Gravitating Fluid Bodies
- Poster Session and Program
- Poster Session
- Program
- Generalized Floquet Operator for Quasiperiodically Driven Quantum Systems
- Section 4: Equilibrium Statistical Mechanics
- Magnetization and Slow Decay of Correlations in Continuum 1/r2 Ising Models
- Existence of the Kosterlitz-Thouless Phase for Two-Dimensional Coulomb Gases at Inverse Temperatures above 8?
- Large Deviation Behavior of Statistical Mechanics Models in the Multiphase Regime
- Section 5: Classical Dynamical Systems and Random Perturbations
- A Variational Approach to the Random Diffeomorphisms Type Perturbations of a Hyperbolic Diffeomorphism
- Chaotic Mappings and Stochastic Markov Chains
- Section 6: Disordered Systems
- Quantum Spin Systems in a Random Environment
- Rounding Effects in Systems with Static Disorder
- Section 7: Nonequilibrium Statistical Mechanics
- Derivation of Euler Equation from Hamiltonian Systems with Negligible Random Noise
- The Spatial Structure in Diffusion Limited Two-Particle Reactions
- Multilevel Models of Interacting Diffusions and Large Deviations
- Section 8: General Theory of Quantized Fields
- Fields, Particles and Analyticity: Recent Results
- Quantum Field Theory in Curved Spacetime
- Charges in Quantum Field Theory
- Three Exactly Soluble Quantum Field Theory Models in 2-, 3- and 4-Dimensional Space Time and Some General Questions They Suggest
- CPT- and Lorentz-Transformations in Two-Dimensional Quantum Field Theory
- The Concept of Spontaneously Broken Symmetry and a New Approach to Goldstone’s Theorem
- Section 9: Nonrelativistic Quantum Mechanics (Stationary)
- On the Atomic Energy Asymptotics
- Section 10: Special Systems in Quantum Field
- Existence of the Schwinger Functions of the Three-Dimensional Gross-Neveu Model.-Progress in Completely Integrable Models of Quantum Field Theory
- Section 11: Scattering Theory, Inverse Problems
- Inverse Scattering at Fixed Energy