Differential Geometric Methods in Mathematical Physics

herausgegeben von S. Sternberg

Gauge Theory and Nuclear Structure.
Théories des Jauges Graduées.
The Continuity of Computing Connections from Curvatures, and of Dividing Smooth Functions.
Gauge Theories on Homogeneous Manifolds.
Gauge Independent Symmetries & Wavefunctions for Systems of Identical Particles.
Superspaces and Supermanifolds.
A Lagrangian for SU(2/1) Quantum Asthenodynamics.
Casimir Elements of Lie Superalgebras.
Normal Form for Hamiltonian Vectorfields with Periodic Flow.
Magnetic Solution of Yang-Mills Equations and the Motion of Classical Particle.
A Normal Form for the Moment Map.
Plasma Kinetic Theory and Differential Geometry.
Noether’s Theorem for Harmonic Maps.
Wave Functions and Transverse Measures.
On Quantization of Systems with Constraints.
Geometric Quantization in the Spirit of Gupta and Bleuler.
On Deformation of Differentials of Immersions.
Lie Algebras of Symmetries of Partial Differential Equations.
A Lie Algebraic Approach to Order Parameters.