A curated list of cool visualization on the web 👁️
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Updated
Jun 11, 2024
A curated list of cool visualization on the web 👁️
Reagent interface to the Mafs interactive 2d math visualization library.
Interactive 3D mathematical graphing application
SingSurf a mathematical visualisation program. Focussing on singular curves and surfaces.
Interactive mathematical art exploring chaotic attractors through real-time visualization. A collection of strange attractors rendered with p5.js, showcasing the beautiful patterns that emerge from deterministic chaos.
61 real-time GPU particle animations — strange attractors, fractals, physics simulations, sacred geometry. 65,536 particles each, fully GPU-computed with Three.js + WebGL. Live gallery with mouse interaction.
2D and 3D animation experiments using Python and Matplotlib
Fourier Series Visualization #/# Interactive wave harmonics demonstration #/# This interactive visualization demonstrates how Fourier series can approximate complex periodic functions using a sum of simple sine waves. The rotating circles represent different harmonics, and their combined motion traces the resulting waveform.
A comprehensive collection of Jupyter notebooks demonstrating advanced mathematical concepts using SageMath. Covers calculus, linear algebra, number theory, cryptography, optimization, and computational mathematics with interactive visualizations.
阿波罗尼乌斯三圆问题的少步尺规作图研究 | Apollonius CCC constructions: verified upper bounds, exact replay, and Manim animations.
A program that generates the Mandelbrot set fractal pattern
彭罗斯镜面台球可视化 · 单文件零依赖 / Penrose mirror billiard visualizer, single file, zero dependencies
Complete Docker environment integrating OpenWebUI, Jupyter Notebook with Manim, and MCP server for AI-powered code execution and mathematical visualizations
Modeling the Chinese Postman Problem in NetworkX and creating a graphical visualization of the Eulerian path/circuits that appear.
Gap-record locations for the canonical four-square balance gap A122921(n) - ceiling(sqrt(n/4)) ::: OEIS A396760
A generative canvas animation that creates an infinite swirling pattern through radial wave propagation. Tiles pulse and oscillate according to their distance and angle from center, combining deterministic color distribution with dynamic mathematical transformations.
Interactive complex Collatz fractal explorer with multiple orbit-based rendering modes, smooth coloring, zoom/pan navigation and high-resolution image export.
Parses conjunctive normal form hyperblock notation to parallel coordinate graph visualizations. Hyperblocks are an interpretable way to build machine learning models.
This project is a software tool designed to create and display fractals generated by applying Newton's Method to cubic polynomials in the complex plane.
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