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| author | Archit Sangal | 2020-07-09 03:38:00 +0530 |
|---|---|---|
| committer | Archit Sangal | 2020-07-09 03:38:00 +0530 |
| commit | d55ea3bd90b05ab4ba731d822f347bcdbea67159 (patch) | |
| tree | 5b024c5263cd31e997cb687ade419341ad21b6e4 | |
| parent | cb8944b427c93bff78b9b4d4b172613135726ee1 (diff) | |
| download | FSF-mathematics-python-code-archive-d55ea3bd90b05ab4ba731d822f347bcdbea67159.tar.gz FSF-mathematics-python-code-archive-d55ea3bd90b05ab4ba731d822f347bcdbea67159.tar.bz2 FSF-mathematics-python-code-archive-d55ea3bd90b05ab4ba731d822f347bcdbea67159.zip | |
updated README.md files and gif(s) added
10 files changed, 19 insertions, 40 deletions
diff --git a/FSF-2020/linear-algebra/linear-transformations/The-Four-Fundamental-Subspaces/README.md b/FSF-2020/linear-algebra/linear-transformations/The-Four-Fundamental-Subspaces/README.md index c286736..d21c4dc 100644 --- a/FSF-2020/linear-algebra/linear-transformations/The-Four-Fundamental-Subspaces/README.md +++ b/FSF-2020/linear-algebra/linear-transformations/The-Four-Fundamental-Subspaces/README.md @@ -3,28 +3,28 @@ My Github Account : <a href="https://github.com/architsangal">architsangal</a> <br/></br> ## Sub-Topics Covered: -+ Linear Transformations (Linear Maps) ++ The Four Fundamental Subspaces -#### Video 1: Visually understanding linear transformation(using grid) - +#### Video 1: Video 1: Writing System of linear equations in form of Ax=b + -#### Video 2: Linear Transformation when form 1 is given - +#### Video 2: Column Space is same as the image of Linear Transformation + -#### Video 3: Matrix Representation Of Linear Transformation - +#### Video 3: Existance of Solution w.r.t. vector b + -#### Video 4: Understand Linear Transformations visually - +#### Video 4: Null Space (Visually) + -#### Video 5: Uniform Scaling - +#### Video 5: Definition 1 is equivalent to Definition 2 + -#### Fig.1 Horizontal Shear - +#### Video 6: Relation between Row Space and Null Space + -#### Fig.2 Vertical Shear - +#### Fig. 1 Naming of the left null space + -#### Video 6: Rotation by an angle of in anticlockwise direction -
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