Symmetry restoration in conformally flat metrics

We study symmetry restoration in a curved-background metric. Massless scalar QED is considered in the de Sitter space-time. The radius of the cosmological-event horizon corresponding to the critical temperature turns out to be of the order of the Compton wave-length of the vector bosom Quite similarly, the Gross-Neveau model in the twodimensional Schwarzschild background shows symmetry restoration when the radius of the black-hole horizon becomes comparable with the Compton wave-length of the spinor.

Titolo: Symmetry restoration in conformally flat metrics
Autori: 
SPALLUCCI, EURO
mostra contributor esterni 
Data di pubblicazione: 1981
Rivista: 
NUOVO CIMENTO. A  
Abstract: We study symmetry restoration in a curved-background metric. Massless scalar QED is considered in the de Sitter space-time. The radius of the cosmological-event horizon corresponding to the critical temperature turns out to be of the order of the Compton wave-length of the vector bosom Quite similarly, the Gross-Neveau model in the twodimensional Schwarzschild background shows symmetry restoration when the radius of the black-hole horizon becomes comparable with the Compton wave-length of the spinor.
Handle: http://hdl.handle.net/11368/2621050
Digital Object Identifier (DOI): http://dx.doi.org/10.1007/BF02773363
Appare nelle tipologie:1.1 Articolo in Rivista

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