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- Title
Canonical Quantization of Field Theories with Boundaries.
- Authors
Yong-Hong Guo; Jun-Ying Ma; Jian Jing; Yi Huang; Zheng-Wen Long
- Abstract
The problem of canonical quantization of singular systems in a finite volume is studied by analysing a non-relativistic field theory. Firstly, we take the boundary conditions (BCs) as primary Dirac constraints. The quantization is performed canonically using Dirac’s procedure. Then, we quantize this model canonically in the classical solution space. We show that these two different quantization schemes are equivalent although they start from different settings.
- Subjects
CONTINUUM mechanics; BOUNDARY value problems; FIELD theory (Physics); EINSTEIN field equations; LATTICE field theory; MAGNETIC fields
- Publication
International Journal of Theoretical Physics, 2008, Vol 47, Issue 7, p1877
- ISSN
0020-7748
- Publication type
Article
- DOI
10.1007/s10773-007-9632-7