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| | Conway Notation - Knot Atlas (Site not responding. Last check: 2007-10-29) |
 | | Conway notation was introduced by J.H. Conway in 1967 (see [Conway]). |
 | | For higher values of N a notation is used in which the first number is the number of crossings, and the next is the ordering number of polyhedron (e.g., 101*, 102*, 103* for N = 10 denoting 10*, 10**, 10***, respectively, and 111*, 112*, 113* for N = 11 denoting 11*, 11**, 11***, respectively, etc.). |
 | | However if you try to draw some knots or links from their Conway symbols the obtained projection might be non-isomorphic with the one given in Rolfsen, for example knot 9_15 denoted in Conway notation as 2 3 2 2 gives projection with 5, and not 4 digons. |
| katlas.math.toronto.edu /wiki/Conway_Notation (850 words) |
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