Chiral bosonization of superconformal ghosts on the Riemann surface and path-integral measure

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Abstract

The bosonization of the bosonic ghosts β and γ using a pair of scalar fields φ and χ is formulated for the case of the Riemann surface with higher genus. The measure of the path integral over φχ fields is defined with a projector which specifies the picture of each loop and removes the zero-modes. Nevertheless, the resulting correlation functions are independent of the chosen pictures. The correspondence between the anomalous ghost number conservation laws and the Riemann-Roch theorem becomes also manifest. © 1989.

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Carow-Watamura, U., Ezawa, Z. F., Harada, K., Tezuka, A., & Watamura, S. (1989). Chiral bosonization of superconformal ghosts on the Riemann surface and path-integral measure. Physics Letters B, 227(1), 73–80. https://doi.org/10.1016/0370-2693(89)91286-0

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