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L Wei, Liang Youdong. A New Representation and Algorithm for Constructing Convex Hulls in Higher Dim ensional Spaces[J]. Journal of Computer Science and Technology, 1992, 7(1): 1-5.
Citation: L Wei, Liang Youdong. A New Representation and Algorithm for Constructing Convex Hulls in Higher Dim ensional Spaces[J]. Journal of Computer Science and Technology, 1992, 7(1): 1-5.

A New Representation and Algorithm for Constructing Convex Hulls in Higher Dim ensional Spaces

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  • Published Date: January 09, 1992
  • This paper presents a new and simple scheme to describe the convex hull in R~d,which only uses three kinds of the faces of the convex hull,i.e.,the d-1-faces,d-2-faces and 0-faces.Thus,we develop an efficient new algorithm for constructing the convex hull of a finite set of points incrementally. This algorithm employs much less storage and time than that of the previously-existing approaches.The analysis of the running time as well as the storage for the new algorithm is also theoretically made.The algorith…
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    H.Edelsbrunner, Algorithms in Combinational Geometry. Springer-Verlag, 1987.
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    A.M.Day, Planar convex hull algorithms in theorey and practice. Conput. Graph. Forum, 1988,7,177-193.
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    K.Q.Brown, Geometric Transformations for Fast Geometric Algorithms. Ph.D Thesis, Carmegie Mellon Univ., 1979.
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    D.Avis and B.K.Bhattacharya, Algorithm for Computing d-dimensional Voronoi Diagrams and Their Duals. In Conputationai Geometry, F.A.Preparata ed., JAT Press. INC. 1984. 159-180. ……….
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