Algorithm QuickHull ( InputPoints [ 0 … n-1 ] ) // This algorithm is used to find the convex hull of a given set of points. // inputs: a set of sorted points (xi,yi) in the Euclidian plane. // output: ...

One of the most obvious applications of convex hull algorithms is in computational geometry itself, where they are used to solve various problems related to polygons, polyhedra, and other ...

A convex hull is the smallest polygon that contains a given set of points. Finding the convex hull of a set of points is a common problem in computational geometry, with applications in fields ...

Graham [5] published one of the fundamental algorithms of convex hull, widely known as Graham’s scan as early as 1972. This is one of the earliest convex hull algorithms with worst-case running time.

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A new method to solve the convex hull problem in n-dimensional spaces is proposed in this paper. At each step, a new point is added into the convex hull if the point is judged to be out of the current ...