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 jakevdp.github.io
Animating the Lorenz System in 3D | Pythonic Perambulations
| | ataspinar.com
An introduction solving differential equations numerically - ML Fundamentals
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| | [latexpage] In this blog-post we will have a look at how Differential Equations (DE) can be solved numerically via the Finite Differences method. By solving differential equations we can run simula...
| | matbesancon.xyz
A Pythonic data science project: Part I |
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| | Learning by doing: detecting fraud on bank notes using Python in 3 steps.
| | www.eigentales.com
Visualizing Tensor Operations with Factor Graphs - EigenTales
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| | The factor graph is a beautiful tool for visualizating complex matrix operations and understanding tensor networks, as well as proving seemingly complicated properties through simple visual proofs.
| | www.jeremykun.com
Generalized Functions - A Primer | Math Programming
28.8 parsecs away

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| Last time we investigated the naive (which I'll henceforth call "classical") notion of the Fourier transform and its inverse. While the development wasn't quite rigorous, we nevertheless discovered elegant formulas and interesting properties that proved useful in at least solving differential equations. Of course, we wouldn't be following this trail of mathematics if it didn't result in some worthwhile applications to programming. While we'll get there eventually, this primer will take us deeper down the rabbit hole of abstraction.