Y.Colin de Verdi`ere, A.Marin, Triangulations presque 'equilat'erales des surfaces, J. Differential Geometry 32, (1990) 199-207. Home/Search Document Not in Database Summary Related Articles |
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Surface Triangulations Without Short Noncontractible Cycles - Przytycka, Przytycki (1993) (Correct)
....Finally we can chose fi = min(fi 0 ; fi 00 ) It remains to prove that there exist evenly spread triangulations that have properties T1 and T2 defined above. An important step towards construction of such triangulations is the following theorem: Theorem 4. 4 ( Colin de Verdi ere, Marin [6]) On a given hyperbolic surface there exists a family Tn of geodesic triangulations such that 1. The upper limit of diameters of a triangle tends to 0 as n 7 1. 2. 9N; 8n N the angles of the triangulation Tn are in the interval [ 2 7 ; 5 14 ] Part II. We would like to show that given a ....
Y.Colin de Verdi`ere, A.Marin, Triangulations presque 'equilat'erales des surfaces, J. Differential Geometry 32, (1990) 199-207.
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