Classical Mechanics and geometric Quantization on an Infinite Dimensional Disc and Grassmannian

Abstract

We discuss the classical mechanics on the Grassmannian and the Disc modeled on the ideal L^(2,\infty)(H). We apply methods of geometric quantization to these systems. Their relation to a flat symplectic space is also discussed.

References in corpus (1)

• Geometric Quantization and Two Dimensional QCD

Cited by in corpus (2)

• Integrable Matrix Models in Discrete Space-Time
• Geometric Quantization on the Super-Disc