= The Erdős Distance Problem
{wiki=The_Erdős_Distance_Problem}
The Erdős Distance Problem is a classic problem in combinatorial geometry that concerns the maximum number of distinct distances that can be formed by a finite set of points in the plane. Specifically, the problem is named after the Hungarian mathematician Paul Erdős. The fundamental question can be stated as follows: Given a finite set of \\( n \\) points in the plane, what is the maximum number of distinct distances that can be formed between pairs of points in this set?
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