And X, Some Extremal Problems in Geometry Iii

@inproceedings{ErdsAndXS,
  title={And X, Some Extremal Problems in Geometry Iii},
  author={Paul Erdős and George Purdy}
}
and let g k (n) denote the maximum number of solutions of d(X i ,X ]) = a , 1 < i < j < cl , where the maximur.L is over all possible choices of a and distinct X 1 ,. . X n. In words. g k (n) is the maximum number of times that the. sawe distance can occur among n points in Ek`One of the authors proved írL [1] that g 2 (n) > Te l :+c/log .lorn ('I'hrougtiout this report c and denote positive constants nor necessarily the same at every occi= ence) . 

References

Publications referenced by this paper.
Showing 1-8 of 8 references

The number of unit distances in the plane" Proc . International Colloquium on Infinite and Finite Sets

E Szemerődi, R Hajnal, Vera T Rado, Sós
The number of unit distances in the plane" Proc . International Colloquium on Infinite and Finite Sets • 1973

Israel J . Math

P Erdös, Graphs
Israel J . Math • 1964

On sets of distances of

P Erdös
Monthly • 1946

On a Problem of K

T Kövárí, V T Sós, P Turán
On a Problem of K

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