Explain how a set of points maximizes the minimum angle

Reference no: EM13308071

Prove that the smallest angle of any triangulation of a convex polygon whose vertices lie on a circle is the same. This implies that any completion of the Delaunay triangulation of a set of points maximizes the minimum angle.

Reference no: EM13308071

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Explain how a set of points maximizes the minimum angle : Prove that the smallest angle of any triangulation of a convex polygon whose vertices lie on a circle is the same. This implies that any completion of the Delaunay triangulation of a set of points maximizes the minimum angle.

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