Holographic duals to Poisson sigma models [PDF]
D. V. VassilevichPoisson sigma models is a very rich class of two-dimensional theories that includes, in particular, all 2D dilaton gravities. By using the Hamiltonian reduction method, we show that a Poisson sigma model (with a sufficiently well-behaving Poisson tensor) on a finite cylinder is equivalent to a noncommutative quantum mechanics for the boundary data.View original: http://arxiv.org/abs/1301.7029
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