Abstract
The Ward-Takahashi identities of the axial-type n-point functions are analysed, assuming the conformal invariance and the chiral SU(3) × SU(3) symmetry to become exact at the short distance. The anomalies in the identities are obtained in a simple nonperturbative way, and the commutator anomalies are determined in connection with the pinching mechanism in taking the equal-time limit of commutators.
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