We built a game with non-euclidean objects like the klein bottle or the boy's surface.
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Mar 20, 2026 - C#
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klein-bottle
Here are 10 public repositories matching this topic...
A 4Sphere 5D Kleinverse Simulator and P2P Gamified Communication Protocol.
minecraft simulation-environment scientific-visualization quantum-chemistry lego space-game multiplayer-game-server artificial-intelligence-algorithms p2p-chat fractal-geometry quantum-machine-learning educational-software physics-based-animation child-development science-communication universal-sentence-encoder moral-foundations chemistry-education klein-bottle groundbreaking-discoveries
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Jan 16, 2026 - Python
Visualization with Matplotlib: 3D surfaces
python geometry mathematics animations matplotlib torus parametric-equation polyhedron implicit-functions 3d-surface-plot implicit-surfaces meshing-algorithms klein-bottle
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Sep 23, 2024 - Jupyter Notebook
A small game where you have to depolluate the Klein's bottle
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Jun 2, 2022 - JavaScript
Multivariable Calculus Final Project
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Dec 15, 2023
Code for visualizing hyperplane sections of the embedded Klein bottle in 4D.
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Jan 14, 2026 - Julia
Shi-Ji Framework: Topological interpretation of physical constants, based on the unity of Tao. Core axioms, trace mapping, non-profit deposit.
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Jul 24, 2026
A simple program that renders vector objects and supports various transformations upon them - such as rotations and translations.
c windows rendering vector linear-algebra vector-graphics console-application klein torus consol klein-bottle
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Oct 18, 2022 - C
An OpenGL application for visualising 3D non-orientable parametric surfaces with geometric projection, interactive lighting, and Xiaolin Wu anti-aliased line rasterization.
cmake opengl topology concurrency mathematics mesh wireframe glut projective-planes anti-aliasing cpp20 parametric-curves klein-bottle parametric-surface xiaolin-wu
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Mar 30, 2026 - C++
Topological diagnostics for discrete-time quantum walks on non-orientable surfaces (Möbius band, Klein bottle) — Floquet operators, chiral winding numbers, and Z₂ invariants, with a PennyLane circuit backend.
physics numpy quantum-computing floquet quantum-walk pennylane topological-insulators winding-number klein-bottle mobius-band
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Jul 10, 2026 - Python
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