## The Size of the Open Sphere of Influence Graph in L ∞ Metric Spaces
Soss, Michael
(1998)
Full text not available from this repository. ## AbstractLet V be a set of distinct points in some metric space. For each point x ∈ V, let r x be the distance from x to its nearest neighbour, and let s x be the open ball centered at x with radius equal to the distance from x to its nearest neighbour. We refer to these balls as the spheres of influence of the set V. The open sphere of influence graph on V is defined as the graph where (x,y) is an edge if and only if s x and s y intersect.
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