How can one compute the conformal (modular) weight of a fermionic field after conformal (modular) transformation from curved space to flat space?

23 July 2014 1 7K Report

Take for example, Dirac fields in two dimensions. This problem is usually encountered when Laughlin States are embedded in curved geometry.

Rabiu Musah

No Prof Dmitri, I have no ather transformation in mind. This transformation of yours seem to be mapping only coordinates. I want to know the case for analytic polynomials (functions) under the comformal transformation.

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