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- W4256293421 abstract "We consider the renormalization of the energy-momentum tensor in scalar quantum electrodynamics. We show the need for adding an improvement term to the conventional energy-momentum tensor. We consider two possible forms for the improvement term: (i) one in which the improvement coefficient is a finite function of bare parameters of the theory (so that the energy-momentum tensor can be obtained from an action that is a finite function of bare quantities); (ii) one in which the improvement coefficient is a finite quantity, i.e., a finite function of renormalized parameters. We establish a negative result; viz., neither form leads to a finite energy-momentum tensor to O(${e}^{2}$${ensuremath{lambda}}^{n}$). .AE" @default.
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- W4256293421 date "1988-10-15" @default.
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- W4256293421 title "Energy-momentum tensor in scalar QED" @default.
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- W4256293421 doi "https://doi.org/10.1103/physrevd.38.2546" @default.
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