Manim Community (@manim_community) 's Twitter Profile
Manim Community

@manim_community

A community dedicated to developing Manim, an animation library originally made by @3blue1brown.

You can also find us at Bluesky at the same handle.

ID: 1319136870677164032

linkhttps://www.manim.community calendar_today22-10-2020 04:43:24

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surya (@sdand) 's Twitter Profile Photo

Just got GPT-3.5-turbo-instruct and turbo function calling to create math animations (manim) just from text Now you can easily ask to graph, answer questions, and you'll get a beautifully rendered animation explaining the concept It works thanks to few-shot prompting 🎯

surya (@sdand) 's Twitter Profile Photo

Here's a few more examples -- it takes the text, creates a "concept" of what we want to create, send it to turbo-instruct with few-shot prompting and send the output of the manim code to a rendering function that calls an external server to render and host the video animations

Tungsteno (@74wtungsteno) 's Twitter Profile Photo

The code for our #manim videos, available at GitHub Manim Community github.com/TungstenHub/tn… #math #science #iteachmath #mtbos #visualization #elearning

Benjamin Hackl (@behackl) 's Twitter Profile Photo

I'm a bit late with new year's wishes ... BUT: new video on pyramids and fun with number sequences! Did you know that the result of 1*22 + 2*21 + 3*20 + ... + 21*2 + 22*1 is pretty cool? 👀 youtu.be/87_WhOykRsE

Alex Chin (@ajwchin) 's Twitter Profile Photo

Making these visuals using Manim Community has been a satisfying part of this work. We found it fruitful to dedicate a good amount of effort to visual communication.

Harley Wiltzer (@harwiltz) 's Twitter Profile Photo

Check out our recent work, where we lift the Successor Representation to Distributional RL, in order to achieve zero-shot risk-aware transfer! This was a really fun project, with truly fantastic collaborators.

Benoit Huard (@benhuardmath) 's Twitter Profile Photo

Gabriel Peyré Similarly, Aberth-Ehrlich iterations have cubic convergence to simple roots. Here at work on the Vorob'ev-Yablonski polynomial of degree 190. Implemented in The Julia Language and plotted with Manim Community.

Benoit Huard (@benhuardmath) 's Twitter Profile Photo

The distribution of zeros in Vorob'ev-Yablonski polynomials Qn(x), which provide rational solutions of the classical #Painleve II equation, is truly fascinating. Zeros are simple and form a triangular pattern (Peter Clarkson and E Mansfield dx.doi.org/10.1088/0951-7…)