Quantization of the Scalar Field Coupled Minimally to the Vector Potential.

Please use this identifier to cite or link to this item:

http://hdl.handle.net/20.500.12358/26304

Untitled
Title	Quantization of the Scalar Field Coupled Minimally to the Vector Potential.
Abstract	A system of the scalar field coupled minimally to the vector potential is quantized by using canonical path integral formulation based on Hamilton-Jacobi treatment. The equation of motions are obtained as total differential equation and the integrability conditions are examined. c Electronic Journal of Theoretical Physics. All rights reserved.
Authors	Eshraim, Walaa I. Farahat, Naser I.
Type	Journal Article
Date	2007
Subjects	constrained systems pacs hamilton-jacobi formalism path integral quantization
Published in	Electronic Journal of Theoretical Physics
Series	Volume: 4, Number: 14
Citation
Item link	Item Link
License
Collections	Staff Publications- Faculty of Science [1030]

Files in this item
	Farahat, Naser I._15.pdf	129.5Kb