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- W3092556101 abstract "A tiling is a decomposition of a polygon into finitely many non-overlapping triangles. We prove that if a regular n-gon, $n geq 5$, $n neq 28$, can be tiled with similar right triangles, then one of the angles of these triangles is in $left{frac{pi}{n},frac{2pi}{n}, frac{pi} {6}+frac{2pi}{3n}right}$. Some related results were previously obtained by M.Laczkovich and B. Szegedy." @default.
- W3092556101 created "2020-10-15" @default.
- W3092556101 creator A5048425907 @default.
- W3092556101 date "2020-10-10" @default.
- W3092556101 modified "2023-09-27" @default.
- W3092556101 title "Tiling of regular polygon with similar right triangles." @default.
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