Study of the basic aspects of quantum theory

高阶导数正则化给出了与二次发散的维正则化相同的结果。通过对周期边界条件的处理，寻求不确定关系的概率解释。在分析量子不和谐时，排除了贝尔的隐变量模型。结合最近的实验，提出了一个普适的海森堡测不准关系。提出了一个表现粒子-反粒子质量分裂的洛伦兹不变CPT破坏模型。

The higher-derivative regularization is shown to give the same result as the dimensional regularization for quadratic divergences. The probability interpretation of uncertainty relation is pursued after refining the treatment of periodic boundary conditions. The hidden-variables model of Bell was excluded in analyzing quantum discord. In connection with recent experiment, a universally valid Heisenberg uncertainty relation was proposed. A Lorentz invariant CPT violating model which exhibits the particle-antiparticle mass splitting was proposed.