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Operators from mirror curves and the quantum dilogarithm

By Rinat Kashaev and Marcos Marino
Mirror manifolds to toric Calabi-Yau threefolds are encoded in algebraic curves. The quantization of these curves leads naturally to quantum-mechanical operators on the real line. We show that, for a large number of local del Pezzo Calabi-Yau threefolds, these operators are of trace class. In some simple geometries, like local... Show more
August 14, 2015
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Operators from mirror curves and the quantum dilogarithm
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