3blue1brown

#计算机科学#ManimML is a project focused on providing animations and visualizations of common machine learning concepts with the Manim Community Library.

A visually intuitive take on Fourier Transform based on a youtube video by 3Blue1Brown

An interactive inspired by 3Blue1Brown's 'Simulating an Epidemic' video.

Calculations for an interactive/simulation inspired by an awesome video by 3Blue1Brown.

Inspired by 3Blue1Brown. Apply fourier transform to an SVG path and draw the result on canvas.

An interactive for visualizing complex functions based on a 3Blue1Brown video and also estimation of Riemann Zeta Function using Euler Maclaurin Summation.

Creating animations with the python's library Manim

Transform any topic into an explainer video with AI narration and 3Blue1Brown-style animations

This is a repository that visualizes self similar fractal using Manim, a Python library for creating animated scenes. Additionally, it modifies 3B1B's `fractal.py` to be more compatible with manimCE.这...

សួស្តីបងប្អូនដែលបានមកកាន់គម្រោងមែនីម៍ខ្មែរបើកទូលាយនេះ ខ្ញុំបានសម្រេចចិត្តរៀបចំការចែករំលែក និងការបង្កើតវីដេអូលក្ខណៈ Visualization ដោយប្រើ Animation Engine របស់ Python ហៅថា Manim ដែលត្រូវបានបង្កើតឡើងដោយ...

Solve Wordle and Dungleon puzzles with information theory.

#算法刷题#Summer of Math Exposition 3 - How does a computer/calculator compute logarithms?

Putting the 1992 Putnam Test question A-6 into code.

Repo to store every visualization I generate with manim.

This repository consists of all the useful animations related to theorems and other stuff in maths (of 1st year). We are using a software called "manim" for this purpose.

Animations in Manim

Obsidian/Foam notes for 3Blue1Brown's series on linear algebra.

MATLAB implementation - Create pi using collisions of 2 blocks with a wall.

This repository contains an animated intro created using Manim, a powerful mathematical animation engine. The animation showcases a 3D scene that progressively builds different elements and displays c...

Approximating digits of PI with box Collisions in C++ visualized using SDL2.