├── _image ├── 10_1.png ├── 10_2.png ├── 10_3.png ├── 11_1.png ├── 11_2.png ├── 11_3.png ├── 11_4.png ├── 11_5.png ├── 11_6.png ├── 11_7.png ├── 11_8.png ├── 11_9.png ├── 12_1.png ├── 12_2.png ├── 12_3.png ├── 12_4.png ├── 12_5.png ├── 12_6.png ├── 12_7.png ├── 12_8.png ├── 13_1.png ├── 14_1.png ├── 14_2.png ├── 15_1.png ├── 15_2.png ├── 15_3.png ├── 16_1.png ├── 16_10.png ├── 16_2.png ├── 16_3.png ├── 16_4.png ├── 16_5.png ├── 16_6.png ├── 16_7.png ├── 16_8.png ├── 16_9.png ├── 17_1.png ├── 17_2.png ├── 17_3.png ├── 18_1.png ├── 18_10.png ├── 18_11.png ├── 18_12.png ├── 18_13.png ├── 18_14.png ├── 18_15.png ├── 18_16.png ├── 18_2.png ├── 18_3.png ├── 18_4.png ├── 18_5.png ├── 18_6.png ├── 18_7.png ├── 18_8.png ├── 18_9.png ├── 19_1.png ├── 19_10.png ├── 19_11.png ├── 19_12.png ├── 19_13.png ├── 19_14.png ├── 19_15.png ├── 19_2.png ├── 19_3.png ├── 19_4.png ├── 19_5.png ├── 19_6.png ├── 19_7.png ├── 19_8.png ├── 19_9.png ├── 1_1.jpg ├── 1_2.png ├── 1_3.png ├── 1_4.png ├── 20_1.png ├── 20_2.png ├── 20_3.png ├── 20_4.png ├── 20_5.png ├── 2_1.jpg ├── 2_2.png ├── 2_3.png ├── 2_4.jpg ├── 2_5.png ├── 2_6.png ├── 2_7.png ├── 3_1.png ├── 3_2.png ├── 3_3.png ├── 3_4.png ├── 3_5.png ├── 3_6.png ├── 3_7.png ├── 4_1.png ├── 4_10.png ├── 4_2.png ├── 4_3.png ├── 4_4.png ├── 4_5.png ├── 4_6.png ├── 4_7.png ├── 4_8.png ├── 4_9.png ├── 5_1.png ├── 5_2.png ├── 5_3.png ├── 5_4.png ├── 5_5.png ├── 5_6.png ├── 5_7.png ├── 5_8.png ├── 6_1.png ├── 6_2.png ├── 6_3.png ├── 6_4.png ├── 7_1.jpg ├── 7_2.png ├── 7_3.png ├── 7_4.png ├── 7_5.png ├── 7_6.png ├── 8_1.png ├── 8_2.png ├── 8_3.png ├── 8_4.png ├── 8_5.png ├── 8_6.png ├── 8_7.png ├── 8_8.png ├── 9_1.png ├── 9_2.png ├── 9_3.png ├── 9_4.png ├── 9_5.png └── 9_6.png ├── readme.md ├── 《线性代数及其应用》笔记01.线性方程组.ipynb ├── 《线性代数及其应用》笔记02.向量与矩阵方程.ipynb ├── 《线性代数及其应用》笔记03.矩阵运算与逆矩阵.ipynb ├── 《线性代数及其应用》笔记04.行列式及其几何意义.ipynb ├── 《线性代数及其应用》笔记05.向量空间与三个基本子空间.ipynb ├── 《线性代数及其应用》笔记06.基.ipynb ├── 《线性代数及其应用》笔记07.维数和秩.ipynb ├── 《线性代数及其应用》笔记08.矩阵的几何解释-线性变换.ipynb ├── 《线性代数及其应用》笔记09.矩阵的几何解释-坐标系.ipynb ├── 《线性代数及其应用》笔记10.特征值和特征向量.ipynb ├── 《线性代数及其应用》笔记11.矩阵相似与对角化.ipynb ├── 《线性代数及其应用》笔记12.内积与范数.ipynb ├── 《线性代数及其应用》笔记13.正交与正交基.ipynb ├── 《线性代数及其应用》笔记14.正交分解定理与最佳逼近定理.ipynb ├── 《线性代数及其应用》笔记15.正交矩阵与格拉姆-施密特方法.ipynb ├── 《线性代数及其应用》笔记16.矩阵分解-LU分解.ipynb ├── 《线性代数及其应用》笔记17.矩阵分解-QR分解.ipynb ├── 《线性代数及其应用》笔记18.矩阵分解-奇异值分解.ipynb ├── 《线性代数及其应用》笔记19.最小二乘法.ipynb └── 《线性代数及其应用》笔记20.主成分分析法.ipynb /_image/10_1.png: -------------------------------------------------------------------------------- https://raw.githubusercontent.com/huangtinglin/Linear-Algebra-and-Its-Applications-notes/HEAD/_image/10_1.png -------------------------------------------------------------------------------- /_image/10_2.png: -------------------------------------------------------------------------------- https://raw.githubusercontent.com/huangtinglin/Linear-Algebra-and-Its-Applications-notes/HEAD/_image/10_2.png -------------------------------------------------------------------------------- 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