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二维复常系数线性微分系统的通解公式 被引量:1

General Solutions to Two-Dimension Complex Constant Coefficient Linear Differential System
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摘要 先提出一个引理,同时证明这个引理。然后利用此引理并借助文《复系数复数方程的求根及复系数常微分方程的通解公式》中的6个定理,具体给出了三类二维复常系数线性微分系统的通解公式. This paper firstly puts forth a gniding formula, and proves it. Then with the. aid of this guiding formula and the six theorems in 'The Root-Seeking of Complex Coefficient Equation And General Solutions to Complex Constant Coefficient Differential Equation', it gives three kinds of general solutions to two-dimension complex constant coefficient Linear differential system by means of illustrating with examples.
作者 汤光宋
机构地区 江汉大学数学系
出处 《南昌高专学报》 1996年第4期8-11,共4页 Journal of Nanchang Junior College
关键词 常系数 微分系统 通解公式 线性 引理 二维 微分方程 复数方程 证明 复系数 Complex constant coefficient two-dimension linear differential system, general solution
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