论文标题
相对论的一维库仑问题和相对论PIMC方法
The Relativistic one dimensional Coulomb problem and Relativistic PIMC method
论文作者
论文摘要
通过路径积分蒙特卡洛法研究了相对论的一维库仑问题。研究了这个问题的相对论和非友善主义制度。相对论状态出现在粒子的小质量和（或）强耦合处。建立了约束状态消失的关键耦合。该定律对于库仑潜力的任何有限正规化都是有效的，并且可以通过实验进行测试。
The Relativistic one dimensional Coulomb problem was studied by means of the Path Integral Monte Carlo method. Relativistic and non-relativistic regimes of this problem were investigated. The relativistic regime appears at small masses of the particle and (or) at strong coupling. Critical coupling at which the bound state disappears was founded. This law is valid for any finite regularization of the Coulomb potential and potentially can be tested experimentally.
