阶梯算符

阶梯算符与球谐函数的递推关系

Ladder operator and recurrence relations of spherical harmonics

角动量阶梯算符的一种构造方法

The Study of Ladder Operator for Angular Momentum

Morse振子的径向阶梯算符

Radial Ladder Operators of the Morse Oscillator

给出了可以使角量子数l升降±2的张量形式的阶梯算符，并讨论了其分量的性质及与角动量阶梯算符矢量的关系。

These tensors can shift the angular quantum numbers in ± 2.Also the properties of the tensors ' components and the relationships between angular momentum ladder operator vectors and the components are discussed in this paper .

三维各向同性谐振子新的量子数阶梯算符

New quantum number ladder operators for the three dimensional isotropic harmonic oscillator

构造阶梯算符的定理及其应用

A fundamental theorem on the construction of ladder operators and its applications

二秩角动量阶梯算符张量

2-rank tensors of angular momentum ladder operators

通用的角动量阶梯算符

Universal ladder operators for angular momentum

用非线性李代数方法，对关于角动量的阶梯算符进行了研究。

Using the method of nonlinear Lie algebra , the tensors of ladder operators are obtained .

给出一个基本定理，提供了构造二阶线性常微分算符相应的阶梯算符的普遍适用的方法。

A fundamental theorem is presented to provide a general method to construct ladder operators which correspond to second order linear ordinary differential operators .

所构造的阶梯算符能对所有角动量本征态的角量子数和磁量子数起升降作用，具有很好的通用性。

These ladder operators are constructed which can shift the angular quantum numbers and the magnetic quantum numbers for all kinds of angular momentum eigenstates .

利用最新发展的非线性代数理论，给出了一般角动量阶梯算符所应满足的代数方程，并具体构造出了这些算符。

Using the latest developed theory on the nonlinear algebra , an algebraic equation which the general ladder operators for angular momentum must satisfy is obtained .