Abstract
A study of the intrinsic properties of Manton and Menotti-Onofri alternative actions for lattice gauge theories is presented. Their mutual relationships as well as their duality transformations and the behavior of the corresponding Wilson loop functionals are investigated. We show that Manton's action leads (in the weak coupling region) to a self-dual theory and that both the new actions imply in two-dimensions no crossover kink.
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