QUANTUM CORRECTIONS TO WARD IDENTITIES OF 3-POINT CHRONOLOGICAL CURRENT CORRELATORS OF GENERAL TYPE FOR NONDEGENERATE MANY-FERMION SYSTEMS OF N-DIMENSIONAL WORLDS
Vi. Kucheryavy, QUANTUM CORRECTIONS TO WARD IDENTITIES OF 3-POINT CHRONOLOGICAL CURRENT CORRELATORS OF GENERAL TYPE FOR NONDEGENERATE MANY-FERMION SYSTEMS OF N-DIMENSIONAL WORLDS, UKRAINSKII FIZICHESKII ZHURNAL, 39(5-6), 1994, pp. 517-525
The working formulae, used to calculate effectively the quantum correc
tions to axial-vector and vector canonical Ward identities for three-p
oint chronological correlators of currents with on arbitrary Lorentz a
nd ''intrinsic'' structure, are obtained for many-fermion models with
nondegenerate spectrum of fermion masses in an arbitrary spacetime. So
me properties of these general formulae are investigated.