Thermodynamics of the Schwinger model in a two-dimensional de Sitter space-time

Abstract

The finite temperature Schwinger model in a background 1-1 de Sitter space is studied. We take account of the curvature effect on the two point Green\u27s function in a short distance. It is shown that the massless and massive boson excitations can not be decoupled and have the interactions through the de Sitter curvature

    Similar works