Investigation of the Critical Behavior of the Critical Point of the Z2 Gauge Lattice
Y. Blum, P. K. Coyle, S. Elitzur, E. Rabinovici, S. Solomon, H. Rubinstein
Abstract
We investigate, through Monte-Carlo simulations, the nature of the second order point in a Z2 (Bosonic) + Z2 gauge theory in four dimensions. Detailed analysis of the critical exponents point to the Ising universality class. Relevancy to extended models and possible Non-Gaussian behavior is discussed.
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