J an 2 00 6 A More Rational and Perfect Scheme for C , P , T Transformations as well as C , T and CP Violations in the Regularization and

Abstracts According to the current transformation theory in particle physics, after time reversal, the creation operator of a particle is still a creation operator and the annihilation operator of a particle is still an annihilation operator. This kind of definition is improper. In interaction processes, creation operator should become annihilation operator and annihilation operator should become creation operator after time reversal. There also exist some problems in the current P and C transformations. A more rational and perfect scheme for C,P, T transformations is advanced. In new scheme, the separate C,P, T transformations of transition probabilities are completely the same as the current theory when the regularizations and renormalizations of high order processes are not considered. Under the united CPT transformation, the Hamiltonians of strong, weak and electromagnetic interactions are invariable with a completely symmetrical form CPTH(x)(CPT ) = H(x). On the other hand, according to new scheme, the propagation functions of Femions would change a negative sign, while the propagation functions of bosons is unchanged. In this way, when mass renormalization is considered in the high order processes, new T,C violation and CP violation would be caused. Meanwhile, the regularization and renormalization of the third order vertex angle processes would also violate T,C and CP symmetries in new scheme. But the united CPT symmetry still holds in high order renormalization processes. It leads to the result that positive and negative electrons have different anomalous magnetic moments. The Compton scattering experiment and the measurements of anomalous magnetic moments of positive and negative electrons are suggested to verify the existence of C violation in the high order processes. The result can be used to explain the problem of reversibility paradox in the non-equilibrium evolution processes of macro-systems, as well as the problem of positive and antimaterial’s asymmetry in current university. Meanwhile, in new scheme, time reversal operator is not an anti-Hermitian operator again so that the basic demand of quantum mechanics can be satisfied. The parities of transverse, longitudinal and scalar photons also become identical. So new scheme is more effective and rational with more perfect symmetry comparing with the current scheme. PACS number: 11.30, 11.30.Qc, 11.10.Gh