含参数高阶厄米矩阵求解本征值问题

华保盈; 江少林

华保盈, 江少林. 含参数高阶厄米矩阵求解本征值问题[J]. 北京工业大学学报, 1994, 20(3): 54-56.

引用本文:

华保盈, 江少林. 含参数高阶厄米矩阵求解本征值问题[J]. 北京工业大学学报, 1994, 20(3): 54-56.

Hua Baoying, Jiang Shaolin. Eigenvalue Problem of a High Rank Hermitian Matrix Containing Parameters[J]. Journal of Beijing University of Technology, 1994, 20(3): 54-56.

Citation:

Hua Baoying, Jiang Shaolin. Eigenvalue Problem of a High Rank Hermitian Matrix Containing Parameters[J]. Journal of Beijing University of Technology, 1994, 20(3): 54-56.

含参数高阶厄米矩阵求解本征值问题

Eigenvalue Problem of a High Rank Hermitian Matrix Containing Parameters

摘要

摘要: 基于群论原理,提出一种求解含参数高阶厄米矩阵本征值的有效方法.该方法己用于C₆₀振动谱的计算,并显示出优越性.

Abstract: An effective method, based on group theory, is proposed to solve the eigenvalue problem of a high rank Hermitian matrix containing several parameters.This method has been used in the calculation of the vibrational spectra of C₆₀, which shows superiority to others methods.

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