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Project presents a comprehensive mathematical analysis of the Rubik's Cube using Python and Jupyter Notebook. It was developed during the first semester at Bialystok University of Technology for the Linear Algebra and Analytical Geometry course in December 2023.
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This project presents a comprehensive mathematical analysis of the Rubik's Cube using Python and Jupyter Notebook. It was developed during the first semester at Politechnika Białostocka (Bialystok University of Technology) for the Linear Algebra and Analytical Geometry course in December 2023.
The project explores various mathematical aspects of Rubik's Cube puzzles, including:
A comprehensive Python class that bridges different cube representation formats:
SageMath, magiccube, pytwisty, numpy
├── Projekt Algebra Kiryl Alishkevich.ipynb # Main notebook
├── Projekt Algebra Kiryl Alishkevich.html # HTML export
├── README.md # This file
├── data/ # Data files (if any)
└── models/ # Model files (if any)
This project demonstrates:
The notebook includes comprehensive examples of:
Potential areas for expansion:
This project was created for educational purposes. Suggestions and improvements are welcome through issues and pull requests.
This project is licensed under the MIT License - see the LICENSE file for details. This work was created as part of coursework at Bialystok University of Technology for educational and research purposes. When using or referencing this work, please provide appropriate attribution.
Kiryl Alishkevich Student at Politechnika Białostocka Course: Linear Algebra and Analytical Geometry Created as part of first semester coursework at Bialystok University of Technology, December 2023