Quantum Theories and Geometry

Inhaltsverzeichnis

• Schwinger terms and cyclic cohomology.
• The *-exponential.
• The quantum spherical pendulum.
• Singletons as a basis for composite conformal quantum electrodynamics.
• Some aspects of deformation theory and quantization.
• Quantum physics and gravitation.
• The Schwartzian derivative and the conformal geometry of the Lorentz hyperboloid.
• Deformations and geometric (KMS)—conditions.
• Fundamental implications of irreversibility.
• Harmonic 2-spheres.