A classification of finite {n − 2, n − 1}-point-biregular spaces Original Research Article

A linear space is called H-point-biregular if, for any point x, the number of transversals through x of two disjoint lines L and M, both missing x, belongs to H and does not depend on the lines L and M. In this paper we classify all finite {n − 2, n − 1}-point-biregular spaces.