Abstract
We present an explicit construction, in terms of Fubini-Veneziano bosons, of the energy-momentum tensor, parafermionic primary fields and parafermionic operator product algebra for the FateevZamolodchikov-Gepner parafermionic conformal field theories. Other primary fields, including the spin fields and Z k neutral fields, are related to certain momentum states of these bosons. We also show that this bosonization is a special case of a more general construction which associates a Virasoro generator with every (ordered) pair (g, g′) of simply-laced algebras.
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