The developments in supersymmetry have drawn more attention to the graded Lie algebra. Especially after Yuval Neeman had derived the Weinberg-Salam model
By introducing the left and right derivatives, we establish a real structure for the covariant differential calculus on the N-dimensional quantum Euclidean space. The method is also applicable to the quantum Minkowski...By introducing the left and right derivatives, we establish a real structure for the covariant differential calculus on the N-dimensional quantum Euclidean space. The method is also applicable to the quantum Minkowski space.展开更多
As is well known, the absence of neutral lepton currents is an important feature of weak interaction. In the usual theory of weak interaction this is accepted directly as an assumption. In this note we shall show that...As is well known, the absence of neutral lepton currents is an important feature of weak interaction. In the usual theory of weak interaction this is accepted directly as an assumption. In this note we shall show that the CP invariance will prohibit the neutral lepton current j^3=τ~3l from interacting with展开更多
文摘The developments in supersymmetry have drawn more attention to the graded Lie algebra. Especially after Yuval Neeman had derived the Weinberg-Salam model
基金Project supported by the National Natural Science Foundation of China.
文摘By introducing the left and right derivatives, we establish a real structure for the covariant differential calculus on the N-dimensional quantum Euclidean space. The method is also applicable to the quantum Minkowski space.
文摘As is well known, the absence of neutral lepton currents is an important feature of weak interaction. In the usual theory of weak interaction this is accepted directly as an assumption. In this note we shall show that the CP invariance will prohibit the neutral lepton current j^3=τ~3l from interacting with
