2008Unpublished venueRequires access

A Fast Algorithm for Computing Convex Hull of Three-Dimensional Point Set Based on Triangular

Xie Bu-ying

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Abstract

The minimum convex hull is one of the widely studied problems in science of computing geometry,as well as extensively applied in many field of architectural modeling and GIS(Geographic Information System). One of the common algorithm for computing spatial convex hull has been discussed. In order to increase operation speed,a new method is put forward based on loop,then the algorithm complexity analysis and experimental comparison will be done,on which do the curve fitting to proof the unity of theory and practice and the high efficiency of the algorithm.

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What this paper is about

The minimum convex hull is one of the widely studied problems in science of computing geometry,as well as extensively applied in many field of architectural modeling and GIS(Geographic Information System). One of the common algorithm for computing spatial convex hull has been discussed. In order to increase operation speed,a new method is put forward based on loop,then the algorithm complexity analysis and experimental comparison will be done,on which do the curve fitting to proof the unity of theory and practice and the high efficiency of the algorithm.

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Available abstract

The minimum convex hull is one of the widely studied problems in science of computing geometry,as well as extensively applied in many field of architectural modeling and GIS(Geographic Information System). One of the common algorithm for computing spatial convex hull has been discussed. In order to increase operation speed,a new method is put forward based on loop,then the algorithm complexity analysis and experimental comparison will be done,on which do the curve fitting to proof the unity of theory and practice and the high efficiency of the algorithm.

Key concepts: Convex hull, Hull, Output-sensitive algorithm, Point (geometry), Convex set, Set (abstract data type), Algorithm, Regular polygon

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