ABSTRACT
Theorem 95.1. (Johnson [760]). Let Σ be a Desarguesian affine plane of order qds defined by the field F isomorphic to GF (qds) and let Fd denote the subfield isomorphic toGF (qds)∗. Let F ∗ and F ∗
d , respectively, denote the associated
multiplicative groups. Let e be any divisor of d.
