The Art of Linear Algebra– Graphic Notes on “Linear Algebra for Everyone” –Kenji Hiranabe∗with the kindest help of Gilbert Strang†translator: Kefang Liu‡September 1, 2021/updated July 12, 2023Abstract我尝试为 Gilbert Strang 在书籍“Linear Algebra for Everyone”中介绍的矩阵的重要概念...
电子书-- 《The Art of Linear Algebra 线性代数的艺术》图释 Gilbert Strang 的 “给每个人的线性代数”这本开源书籍是 Kenji Hiranabe 先生为 MIT 教授 Gilbert Strang 的 Linear Algebra for Everyone 一书撰...
The Art of Linear Algebra的艺术 这本开源书籍是Kenji Hiranabe先生为 MIT 教授Gilbert Strang的Linear Algebra for Everyone一书撰写的图文注释。它作为唯二的笔记之一和唯一的Interesting Link被放在原著官网的首页推荐,也获得了教授的亲笔推荐序。 image.png 来几张图感受一下就知道了! image.png image.png image...
彩蛋 最近Github上的开源线性代数图解火遍全网! 仅仅十二张图片,让Gilbert Strang教授为其作序,内容十分精悍! 内容Content 1.理解矩阵一一4个视角 Figure 1: 从四个角度理解矩阵 2.向量乘以向量一一2个视角 Figure 2: 向量乘以向量 - (v1), (v2) 3矩阵乘以向量一一2个视角 Figure 3: 矩阵乘以向量- (Mv1...
海边的贝壳林IP属地: 浙江 0.1262023.08.01 09:59:16字数 46阅读 7,335 https://github.com/kf-liu/The-Art-of-Linear-Algebra-zh-CN/blob/main/The-Art-of-Linear-Algebra-zh-CN.pdf ©著作权归作者所有,转载或内容合作请联系作者 1人点赞
Graphic notes on Gilbert Strang's "Linear Algebra for Everyone" - kenjihiranabe/The-Art-of-Linear-Algebra
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The pictures are an excellent way to show the algebra. We can think of matrix multiplications by row $\bm{\cdot}$ column dot products, but that is not all -- it is ``linear combinations" and ``rank 1 matrices" that complete the algebra and the art. I am very grateful to ...
Graphic notes on Gilbert Strang's "Linear Algebra for Everyone" The output file is "The-Art-of-Linear-Algebra.pdf" Japanese version "The-Art-of-Linear-Algebra-j.pdf" Chinese version "The-Art-of-Linear-Algebra-zh-CN.pdf" and "kf-liu/The-Art-of-Linear-Algebra-zh-CN/The-Art-of-Linear...
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