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December 4th, 2014, 10:11 AM  #1 
Newbie Joined: Dec 2014 From: usa Posts: 8 Thanks: 0  Pivot Point on Polyhedron Problem
A point P in the interior of a convex polyhedron in Euclidean space is called a pivot point of the polyhedron if every line through P contains exactly 0 or 2 vertices of the polyhedron. How can I prove the maximum number of pivot points that such a polyhedron can contain. 

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pivot, point, polyhedron, problem 
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