论文标题
旋转1/2的波和引导方程的统一
Unification of the wave and guidance equations for spin 1/2
论文作者
论文摘要
我们将单个不均匀的Schrodinger方程中的Schrodinger的先前统一和指导方程式概括为具有外部向量潜力的Riemannian歧管。特殊情况产生了自旋1/2刚性旋转器的统一理论。该理论被证明是在伽利略群体下是对称的，伽利略群是对粒子和指导波的统一场。
We generalize our previous unification of the Schrodinger and guidance equations in a single inhomogeneous Schrodinger equation to a Riemannian manifold with an external vector potential. A special case yields the unified theory for a spin 1/2 rigid rotator. The theory is proved to be symmetrical under the Galileo group, the unified field that integrates the particle and guiding wave being a 2-spinor.
