Improved bounds on the average distance to the Fermat–Weber ...
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Feb 28, 2009 · We show that for any convex object Q in the plane, the average distance between the Fermat–Weber center of Q and the points in Q is at least ...
The Fermat–Weber center of an object Q in the plane is a point in the plane, such that the average distance from it to the points in Q is minimal.
We show that for any convex object Q in the plane, the average distance between the Fermat-Weber center of Q and the points in Q is at least 4Δ(Q)/25, ...
Abu-Affash, A.K., Katz, M.J.: Improved bounds on the average distance to the Fermat-Weber center of a convex object. · Aronov, B., Carmi, P., Katz, M.J.: Minimum ...
We show that for any convex object Q in the plane, the average distance between the Fermat-Weber center of Q and the points in Q is at least 4Δ(Q)/25, ...
Improved bounds on the average distance to the Fermat--Weber ...
dl.acm.org › doi › j.ipl.2008.11.009
We show that for any convex object Q in the plane, the average distance between the Fermat-Weber center of Q and the points in Q is at least 4@D(Q)/25, ...
Feb 1, 2010 · Abstract: The Fermat-Weber center of a planar body Q is a point in the plane from which the average distance to the points in Q is minimal.
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Improved bounds on the average distance to the Fermat--Weber center of a convex object. We show that for any convex object Q in the plane, the average distance ...
Improved bounds on the average distance to the Fermat-Weber center of a convex object · Computer Science, Mathematics. Information Processing Letters · 2009.
Mar 14, 2011 · Abstract. The Fermat-Weber center of a planar body Q is a point in the plane from which the average distance to the points in Q is minimal.