Quantum operator methods associated with canonical transformation for 1d harmonic oscillator problem 哈密顿算符的对角化与能量本征值问题的代数解法
Application of blind source separation based on joint approximate diagonalization to gearbox fault diagnosis 基于联合近似对角化的盲源分离在齿轮箱故障诊断中的应用
In quantum mechanics , diagonalization is the process of extracting eigenvalue and eigenstate of mechanical quantity 二、量子力学中求本征值的过程就是对角化过程。
Then , three methods of diagonalization in quantum mechanics and calculation of shell model were discussed 接着讨论了量子力学中的对角化方法的分类和壳模型的计算。
The algorithm introduces diagonalization to reduce time in forming local spread coefficient and enhance the computing efficiency 新型算法引入对角化概念，减少了形成局部展开系数的时间，提高计算效率。
A new cost function based on the diagonalization of correlation matrices is proposed to measure the independency of output signals 摘要提出了一种新的基于相关矩阵对角化的代价函数作为衡量输出信号独立性的测度。
The result is also compared with that one get by using bogoliubov - valatin transformation . chapter four is the conclusion of this article 第四章是本章的结论，其中对代数对角化方法的应用做了简要的总结，提出了一些有待于以后解决的问题。
In the chapters 2 and 3 in this paper , the hoffmam - wieldant bounds for additive and multiplicative perturbations are discussed 本文第二，第三章分别讨论了hoffmam ? wieldant型加法和乘法扰动界，主要研究了可对角化矩阵(见2 1 ， 2 3 ， 3
We classified the diagonalization as three sorts , namely diagonalization in own representation , diagonalization in other representation and computational method 我们把对角化的问题分为三类，即自表象中对角化、他表象中对角化和数值计算方法。
The orthogonality relationship is applied to the treatment of boundary conditions to decouple the coefficient equations , and the explicit solutions are obtained 并将正交关系应用于可对角化边界条件的处理，实现了求解待定系数方程组的解耦，求得问题的显式封闭解。
