Starting from Gibbs microcanonical ensemble theory,the distribution function of the nearly independent particle system that consists of any number of particles is derived.
从微正则系统理论出发,导出了任意数目粒子构成的近独立子系系统的分布函数,在粒子数N趋于无限大的极限情况下,得到了麦克斯韦分布律。
Neumann system of the eigenvalue problem, it can be equal to theHamilton canonical systems in real symplectic spaceBy the end, the infinite-dimensions Dynamical systems can be trans-formed into the finite-dimensions Hamiltonia.
最终将Lagrange力学描述的无穷维动力系统转化成为辛空间上的有限维Hamilton正则系统，并获得相应的发展方程族解的表示。
A normal coronoid system is a coronoid system with no fixed bonds.
一个没有固定键的冠状系统称为正则冠状系统 ,给出冠状系统正则的一个重要条
