Algebra a hlavolamy
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Vysoká škola báňská – Technická univerzita Ostrava
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Abstract
The aim of this work is to analyze several new unconventional combination puzzles, such as the Shengshou Pentahedron or the Redi Cube, via the tools of group theory and graph theory. Focus will be placed on the description of legal moves, important properties, useful algorithms, solution, as well as a comparison with similar puzzles. The contribution of this work entails a collection of original results about these unique puzzles.
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master thesis, puzzles, discrete mathematics, algebra, group theory, graph theory