't Hooft's anomaly constraint in the rishon model

We apply 't Hooft's anomaly constraint and flavour independence requirement to the rishon model. The limit gsub(c) → 0 is taken and we assume the full flavour symmetry SU(6)sub(L) x SU(6)sub(R) to be partially broken to SU(3)sub(L) x SU(3)sub(R). Anomaly equations are constructed in the preserved global flavour symmetry, which have a simple solution of one generation of massless quarks. (orig.)