Representations of the mapping class group of the two-punctured torus on the space of šl (2, (C)spin-12-spin-12Kac-Moody blocks Original Research Article

The integral representations of the šl(2,C) spin-12-spin-12-Kac-Moody Blocks on the torus, arising from the free field representation of the šl (2,C) Kac-Moody algebra of Wakimoto, and Bernard and Felder, are used to derive an infinite class of representations of the mapping class group of the two-punctured torus.