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- W3100303070 abstract "We show a possible way to construct a consistent formalism where the effective electric charge can change with space and time without destroying the invariance. In the previous work [1][2] we took the gauge coupling to be of the form $g(phi)j_mu (A^{mu} +partial^{mu}B)$ where $B$ is an auxiliary field, $ phi $ is a scalar field and the current $j_mu$ is the Dirac current. This term produces a constraint $ (partial_{mu}phi) j^{mu}=0 $ which can be related to M.I.T bag model by boundary condition. In this paper we show that when we use the term $ g(phi)j_{mu}(A^{mu} - partial^{mu}(frac{1}{square}partial_{rho}A^{rho})) $, instead of the auxiliary field $ B $, there is a possibility to produce a theory with dynamical coupling constant, which does not produce any constraint or confinement. The coupling $ j_{mu}^{A}(A^{mu} - partial^{mu}(frac{1}{square}partial_{rho}A^{rho})) $ where $ j_{mu}^{A} $ is an anomalous current also discussed." @default.
- W3100303070 created "2020-11-23" @default.
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- W3100303070 date "2015-09-30" @default.
- W3100303070 modified "2023-09-26" @default.
- W3100303070 title "Consistent gauge interaction involving dynamical coupling and anomalous current" @default.
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- W3100303070 doi "https://doi.org/10.1142/s0217751x15501778" @default.
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