Abstract
It is well known that a line (in general position) can intersect at most 2n-1 squares of the n by n chessboard. The topic of this talk is what happens in higher dimensions. Joint work with Peter Frankl.
It is well known that a line (in general position) can intersect at most 2n-1 squares of the n by n chessboard. The topic of this talk is what happens in higher dimensions. Joint work with Peter Frankl.