Symplectic Cuts and Projection Quantization

Abstract

The recently proposed projection quantization, which is a method to quantize particular subspaces of systems with known quantum theory, is shown to yield a genuine quantization in several cases. This may be inferred from exact results established within symplectic cutting.

12 pages, v2: additional examples and a new reference to related work

References in corpus (2)

• Group Theoretical Quantization of a Phase Space S^1 x R^+ and the Mass Spectrum of Schwarzschild Black Holes in D Space-Time Dimensions
• Group Theoretical Quantization and the Example of a Phase Space S^1 x R^+

Cited by in corpus (2)

• Group Theoretical Quantization and the Example of a Phase Space S^1 x R^+
• Quantum cutting and a Szegö limit theorem