On circles containing the maximum number
β
J. Akiyama; Y. Ishigami; M. Urabe; J. Urrutia
π
Article
π
1996
π
Elsevier Science
π
English
β 133 KB
We define B(x, y) to be the disk in the plane which has the points x,y as its diametral end points. Let liB(n) [or/Tn(n)] be the largest number such that for every set [or every convex set]P of n points in R 2, there exist two points x,y ~ P for which B(x,y) contains liB(n) [or hB(n)] points of P. W