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SL(2,Z) symmetries, Supermembranes and Symplectic Torus Bundles
Published 16 May 2011 in hep-th, math-ph, and math.MP | (1105.3181v1)
Abstract: We give the explicit formulation of the 11D supermembrane as a symplectic torus bundle with non trivial monodromy and non vanishing Euler class. This construction allows a classification of all supermembranes showing explicitly the discrete SL(2,Z) symmetries associated to dualities. It hints as the origin in M-theory of the gauging of the effective theories associated to string theories.
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