Integrability of RG flows and duality in three dimensions in the 1-N expansionReportar como inadecuado



 Integrability of RG flows and duality in three dimensions in the 1-N expansion


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I study some classes of RG flows in three dimensions that are classically conformal and have manifest g -> 1-g dualities. The RG flow interpolates between known (four-fermion, Wilson-Fischer, phi 3^6) and new interacting fixed points. These models have two remarkable properties: i) the RG flow can be integrated for arbitrarily large values of the c

Autor: D. Anselmi

Fuente: https://archive.org/







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