Norman L. Johnson
Norman L. Johnson works in finite incidence geometries, mostly involving affine translation planes. Johnson graduated from Washington State University in 1968 and has since published over three hundred articles in the finite geometries that are intrinsically connected with translation planes. Furthermore, he has published a set of four texts: Subplane Covered Nets, Foundations of Translation Planes (with M. Biliotti and V. Jha), Handbook of Finite Translation Planes (with M. Biliotti and V. Jha), and Combinatorics of Spreads and Parallelisms.
Biography Updated on 16 March 2011