Divide and Conquer
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Obtaining a Solution to TSP using Convex Hulls Eric Salmon & Joseph Sewell.
4 -1 Chapter 4 The Divide-and-Conquer Strategy. 4 -2 A simple example finding the maximum of a set S of n numbers.
Convex Hull(35.3) Convex Hull, CH(X), is the smallest convex polygon containing all points from X, |X|=n Different methods: –incremental: moving from left.
Convex Hulls in Two Dimensions Definitions Basic algorithms Gift Wrapping (algorithm of Jarvis ) Graham scan Divide and conquer Convex Hull for line intersections.
Classes of Polygons Planar polygons –Simple Convex Star-shaped –Non-simple Non-planar polygons.
Polygons and the convex hull Prof. Noah Snavely CS1114 .
Convex Hull Problem Presented By Erion Lin. Outline Convex Hull Problem Voronoi Diagram Fermat Point.
Introduction to Collision Detection & Fundamental Geometric Concepts Ming C. Lin Department of Computer Science University of North Carolina at Chapel.
5/17/2015 1:32 AMConvex Hull1 obstacle start end.
