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An algorithm for polygon clipping, and for determining polygon intersections and unions
Computers and Geosciences, 2007Borut Zalik
exaly
Computing the geodesic center of a simple polygon
Discrete and Computational Geometry, 1989Sharir M, M Sharir
exaly
Near polygons having a big sub near polygon isomorphic to HD(2n-1, 4).
Ars Comb., 2006Bart De Bruyn, Pieter Vandecasteele
openaire
The Hyperplanes of the M 24 Near Polygon [PDF]
Consider the unique Steiner system \(S(5,8,24)\) on a set \(\Omega\) of 24 symbols. Let \(\Gamma = (P,L)\) be the partial linear space (with point set \(P\) and line set \(L\)) obtained by taking the 759 octads as points, and the triples of pairwise disjoint octads as lines. The space \(\Gamma\) is the (unique) regular near hexagon of order \((s,t,t_2)
Hans Cuypers +2 more
exaly +3 more sources

