Title:

Die Berechnung der Triangulation eines Polygons in fast-linearer Zeit.

Home
deutsch
  
ISBN: 3867070148   ISBN: 3867070148   ISBN: 3867070148   ISBN: 3867070148 
 
|<< First     < Previous     Index     Next >     Last >>|
  Wir empfehlen:       
 

Literatur [C82] Chazelle, B.  A theorem on polygon cutting with applications, Proc. 23rd Annual IEEE on Found. of Comput. Sci. (1982), 339-349. [C90] Chazelle, B. Triangulating a simple polygon in linear time, Princeton Univ. Computer Science Tech. Rep. CS-TR-264-90; to appear in Proc. 31st Annual IEEE Symp. on Found. of Comput.
Sci. (1990)
[CI] Chazelle, B., Incerpi, J. Triangulation and shape-complexity, ACM Trans. on Graphics 3 (1984), 135-152. [CC] Clarkson, K. and Cole, R. Private Communication. [CTV] Clarkson, K., Tarjan, R.E., Van Wyk, C.J. A fast Las Vegas algorithm for triangulating a simple polygon, Disc. and Comput.Geom. 4(5) (1989), 432-432. [FM] Fournier, A., Montuno, D.Y.  Triangulating simple polygons and equivalent problems, ACM Trans. on Graphics 3. (1984), 153-174. [GJPT] Garey, M.R., Johnson, D.S., Preparata, F.P., Tarjan, R.E. Triangulating a simple polygon, Inform. Process. Lett. 7 (1978), 175-180. [HM] Hertel, S., Mehlhorn, K. Fast triangulation of a simple polygon, Proc. Conf. Found. Comput. Theory, New York, Lecture Notes on Computer Science 158 (1983), 207-218. [HMRT] Ho.man, K., Mehlhorn, K., Rosenstiehl, P., Tarjan, R.E. Sorting Jordan sequences in linear time using level-linked search trees, Infor. and Control 68 (1986), 170-184. [KKT] Kirkpatrick, D.G., Klawe, M.M, Tarjan, R.E. O(log log npolygon triangulation with simple data structures, Proc. 6th Annual ACM Symp. Comput. Geom. (1990), 34-43. [TA82] Toussaint, G. and Avis, D. On a convex hull algorithm for convex polygons and its applications to triangulation problems, Pattern Recognition 15,1 (1982), 23-29. [TV] Tarjan, R.E., Van Wyk, C.J. An O(log log n)-time algorithm for triangulating a simple poly- gon, SIAM J. Comput. 17 (1988), 143-178. [T88] Toussaint, G. An aoutput-complexity-sensitive polygon triangulation algorithm, Report SICS- 86.3, McGil. University, Montreal, 1988.
  
Mathematik - anschaulich dargestellt - für Studierende der Wirtschaftswissenschaften
Siehe auch:
Mathematik in den Wirtschaftswissenschaften - Au...
Wirtschaftsstatistik anschaulich dargestellt
BWL-Klausuren: Aufgaben und Lösungen für Studie...
Mathematik zum Studiumsanfang: Die wichtigsten G...
Oberstufenmathematik leicht gemacht 1: Different...
Oberstufenmathematik leicht gemacht. Band 2: Lin...
 
   
 
     
|<< First     < Previous     Index     Next >     Last >>| 

Back to the topic site:
StudyPaper.com/Startseite/Wissenschaft/Naturwissenschaften/Mathematik

External Links to this site are permitted without prior consent.
   
  Home  |  deutsch  |  Set bookmark  |  Send a friend a link  |  Copyright ©  |  Impressum