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大小:2.03 MB
页数:70页
时间:2018-11-12
《线性代数知识点归纳与梳理.pdf》由会员上传分享,免费在线阅读,更多相关内容在教育资源-天天文库。
1、线性代数·总结与复习线性代数·总结与复习武汉大学黄正华武汉大学黄正华WuhanUniversity目录第一章1列ª1§1.1S容小结............................................1§1.1.1性质与½理......................................1§1.1.2常用结Ø........................................1§1.2两个;型例题.........................................2§1.3行式计算常见方法................
2、....................10§1.3.1基本计算思´.....................................10§1.3.2常用化简手法.....................................13§1.3.3辅助算法........................................14§1.4特殊行式:Vandermonde行式.............................15§1.5小知识.............................................15§1.5.1线性代
3、数简介.....................................15§1.5.2行式简史......................................16第章Ý9其运18§2.1S容小结............................................18§2.2题型举例............................................19§2.2.1矩阵$算........................................19§2.2.2伴随矩阵......................
4、..................20§2.2.3_矩阵.........................................22§2.2.4矩阵方程........................................23第n章Ý的Ð等C5§
5、25§3.1S容小结............................................25§3.1.1本Ù重:........................................25§3.1.2避免错误.....................................26§
6、3.2题型举例............................................27§3.2.1线性方程组解½.................................27§3.2.2解矩阵方程......................................29§3.2.3矩阵秩........................................30§3.2.4初变换........................................31§3.2.5_矩阵...........................
7、..............32§3.3附¹分块初阵和分块阵初变换...........................33第o章þ
8、的5'536§4.1S容小结............................................36§4.1.1本Ù:........................................36§4.1.2重新理解矩阵秩性质................................37§4.2题型举例............................................38§4.2.1向量组
9、线性相关性.................................38§4.2.2线性方程组解....................................46§4.2.3矩阵秩........................................48128¹第Ê章qÝ9g.51§5.1S容小结............................................51§5.1.1重:释¦.............
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