A concise investigation into the connections between tiling space problems and algebraic ideas, suitable for undergraduates.
Table of Contents
1. Minkowski's conjecture; 2. Cubical clusters; 3. Tiling by the semicross and cross; 4. Packing and covering by the semicross and cross; 5. Tiling by triangles of equal areas; 6. Tiling by similar triangles; 7. Rédei's theorem; 8. Epilogue; Appendices; References.
and post it to your social network
Most Helpful Customer Reviews
See all customer reviews >