Winding Number Transitions in the Mottola-Wipf Model on a Circle
D. K. Park, H. J. W. Müller-Kirsten, J. -Q. Liang
Abstract
Winding number transitions from quantum to classical behavior are studied in the case of the 1+1 dimensional Mottola-Wipf model with the space coordinate on a circle for exploring the possibility of obtaining transitions of second order. The model is also studied as a prototype theory which demonstrates the procedure of such investigations. In the model at hand we find that even on a circle the transitions remain those of first order.
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