Self-consistent improvement of the finite-temperature effective potential.

@article{AmelinoCamelia1993SelfconsistentIO,
title={Self-consistent improvement of the finite-temperature effective potential.},
author={Amelino-Camelia and A Pi},
journal={Physical review. D, Particles and fields},
year={1993},
volume={47 6},
pages={2356-2362}
}

Published 1993 in Physical review. D, Particles and fields

We present a self-consistent calculation of the finite temperature effective potential for λφ 4 theory, using the composite operator effective potential in which an infinite series of the leading diagrams is summed up. Our calculation establishes the proper form of the leading correction to the perturbative one-loop effective potential.

5 For recent reviews Dine, Santa Cruz preprint SCIPP 91

M E Shaposhnikov, Cern, Cern Th

5 For recent reviews Dine, Santa Cruz preprint…

1991

16 The T = 0 limit of Equation (3.16) has been obtained previously using the Gaussian approximation in the Schroedinger picture, which is equivalent to the present approximation

Phys. Rev. D

1987

Phys. Lett. B

P Fendley

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M Cornwall, R Jackiw, E Tomboulis

Phys. Rev. D

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Phys. Rev. D Phys. Rev. D

See, S For Example, R Coleman, H D Jackiw, Politzer

Phys. Rev. D Phys. Rev. D

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Arnold in Ref.[9] pointed this out, using the language of ordinary peturbation theory

Arnold in Ref.[9] pointed this out, using the…

in Ref.[8] also pointed out that the one-loop improved term by itself leads to wrong counting

Dine

in Ref.[8] also pointed out that the one-loop…

the proceedings of the Yale/Texas Workshop on (B+L) Violation (World Scientific