AN INTERPRETATION OF RENORMALIZATION PRESCRIPTION AMBIGUITIES IN PATH-INTEGRAL FORMULATION

We discuss the renormalization of bilinear composite operators in a Fu jikawa path integral framework at one loop level in the setting of a Y ukawa-type theory. We show that all ambiguities in their renormalizati on can be understood within the context of path integral approach as a rising from the arbitrariness in the choice of basis for the definitio n of path integral. We conjecture that the renormalization ambiguities may have a deeper origin and significance than one normally associate d with.