论文标题
QCPB理论的G-Dyanics
The G-dynamics of the QCPB theory
论文作者
论文摘要
在本文中，我们进一步研究了由量子协变量泊松支架（QCPB）理论定义的协变动力学中新出现的G-Dynamics。我们建议基于G-Dynamics的三个新运营商，我们发现非官员运营商不可避免地出现在QCPB的框架中。然后，我们寻求G-Dynemics的精确表述来计算实际的量子问题，从不同的哈密顿量角度来看，三种类型的G型。进一步计算了用于量子谐波振荡器的几何能量运算符。
In this paper, we further study the G-dynamics newly emerged in the covariant dynamics defined by the quantum covariant Poisson bracket (QCPB) theory. We propose three new operators based on the G-dynamics, we find that the non-Hermitian operators are inevitable to appear in the framework of the QCPB. Then we seek the precise formulations of the G-dynamics to calculate the practical quantum problems, the G-dynamics of three types in terms of different Hamiltonian are discovered. The geometrinetic energy operator for quantum harmonic oscillator as an application is further calculated.
