The dynamical Lie algebraic method for describing the reactive collisions is presented.
提出一种李代数方法描述分子反应碰撞问题。
In recent years Lie algebraic method has become a powerful tool to study the PES of molecules.
近年来李代数方法成为研究分子势能面的强有力的工具。
The dynamical Lie algebraic method is used for the description of statistical mechanics of the atom-diatom collision.
动力学李代数方法在研究原子分子碰撞问题中是一种很重要的方法。
The statistical properties of non-harmonic oscillators' laser excitation are discussed by using Lie algebraic method.
应用李代数方法讨论了非简谐振子激光激发的统计性质。
By use of Lie algebraic method, the exact solution of a quantum system with time-dependent Coulmb potential was obtained, and the suitable condition of the method was pointed out.
利用李代数方法给出了含时库仑势量子体系的严格解，并指出了该方法的适用条件。
In this paper, the theory of constructing PES of polyatomic molecules by dynamic Lie algebraic method is presented, and its application in different molecular systems is introduced.
本文主要介绍了用动力学李代数方法构造多原子分子势能面的理论方法，及其在不同分子体系中的应用。
Lie group Machine learning (LML) inherit the advantages of manifold learning method and make full use of the Lie group's structure of algebraic and geometry in mathematics.
李群机器学习(LML)既继承了流形学习的优点，又充分利用了李群的代数结构和几何结构的数学本质，自提出以来就引起了许多研究者的关注。
This paper provides a method for pricing options in the constant elasticity of variance(CEV) model environment using the Lie-algebraic technique when the model parameters are time-dependent.
文章使用李-代数方法对波动率弹性为常数（CEV）的时间依赖型期权提供一种定价方法。
By using an algebraic method related to su(3) Lie algebra, exact solutions of the eigenvalue problem of the reduced Hamiltonian are derived analytically.
介绍了导出平均场加一般对力核多体问题粒子数守恒严格解的无穷维李代数方法。
By using an algebraic method related to su(3) Lie algebra, exact solutions of the eigenvalue problem of the reduced Hamiltonian are derived analytically.
介绍了导出平均场加一般对力核多体问题粒子数守恒严格解的无穷维李代数方法。
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