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Summary
Summary
Description |
The fundamental domain of the Klein quartic has 336 right triangles.
The 504 segments form 28 closed geodesics, each consisting of 18 segments of these types: They are marked with 7 colors and 4 line styles.
The geodesics correspond to the vertices of the Coxeter graph. |
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Other versions | File:Klein quartic in 14-gon.svg |
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current | 22:55, 23 January 2024 | 2,060 × 2,010 (174 KB) | Isidore (talk | contribs) | =={{int:filedesc}}== {{Information |description= thumb|Coxeter graph The {{w|fundamental domain}} of the {{w|Klein quartic}} has 336 right triangles.<br> They have three types of sides, hereafter called ''segments'': * short {{w|Cathetus|leg}} (S) between 3-fold and 4-fold points * long leg (L) between 7-fold and 4-fold points * {{w|hypotenuse}} ('''H''') between 3-fold and 7-fold points The 504 segments form 28 closed geodesics, each cons... |
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