Numerical Linear Algebra Alternatives
Free online textbook of Jupyter notebooks for fast.ai Computational Linear Algebra course
| Project Name | Stars | Downloads | Repos Using This | Packages Using This | Most Recent Commit | Total Releases | Latest Release | Open Issues | License | Language |
|---|---|---|---|---|---|---|---|---|---|---|
| Numerical Linear Algebra | 9,850 | a year ago | 13 | Jupyter Notebook | ||||||
| Free online textbook of Jupyter notebooks for fast.ai Computational Linear Algebra course | ||||||||||
| 18335 | 418 | 2 years ago | Jupyter Notebook | |||||||
| 18.335 - Introduction to Numerical Methods course | ||||||||||
| Numerical Linear Algebra V2 | 217 | 7 years ago | 2 | Jupyter Notebook | ||||||
| Jupyter Notebooks for Computational Linear Algebra course, taught summer 2018 in USF MSDS program | ||||||||||
| Physics | 117 | a year ago | 14 | gpl-3.0 | JavaScript | |||||
| Explorable Physics is a website with course notes for algebra based physics with explorable explanations. | ||||||||||
| Aftercsintro | 52 | 5 years ago | ||||||||
| Finished with your first programming course and not sure how to go on? The Stanford Code in Place team shares a roadmap with what courses to follow and where to find information about them | ||||||||||
| Datascienceresources | 46 | 7 years ago | unlicense | |||||||
| 数据科学相关的学习资源，例如MOOC课程，OCW课程，电子书等等。 | ||||||||||
| Linear Algebra Refresher Udacity | 35 | 4 years ago | Python | |||||||
| Linear algebra refresher course for Udacity to complete before the Machine Learning nanodegree | ||||||||||
| Deep Learning Resources | 31 | 4 years ago | 1 | |||||||
| This is a list of resources curated from the Slack channel for Udacity's first phase of AI Track scholarship challenge | ||||||||||
| Gian Applied Nla Course | 31 | 2 years ago | mit | Julia | ||||||
| Materials for the GIAN Course "Modern Applications of Numerical Linear Algebra Methods" | ||||||||||
| Ibllinearalgebra | 26 | a year ago | 5 | other | TeX | |||||
| Series of worksheets designed to guide students through an inquiry based first year Linear Algebra course | ||||||||||
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