Hamilton - Jacobi treatment of front-form Schwinger model
D. Baleanu, Y. Guler
TL;DR
This paper applies the Hamilton-Jacobi formalism to quantize the front-form Schwinger model, emphasizing the role of surface terms and analyzing BRST-anti-BRST symmetry within this framework.
Contribution
It introduces a novel application of Hamilton-Jacobi formalism to the front-form Schwinger model, including detailed surface term analysis and symmetry considerations.
Findings
Surface term plays a crucial role in quantization.
BRST-anti-BRST symmetry is effectively analyzed within Hamilton-Jacobi formalism.
Quantization results align with known theoretical expectations.
Abstract
The Hamilton-Jacobi formalism was applied to quantize the front-form Schwinger model. The importance of the surface term is discussed in detail. The BRST-anti-BRST symmetry was analyzed within Hamilton-Jacobi formalism.
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