Finite Geometries: Affine Regular Polygons of Odd-Order Galois Planes.

摘要

In an affine plane on GF(q),q = p(sup r) odd, certain ''affine regular'' n-gons are introduced and studied; they exist if and only if n is a divisor of either q + 1 or q (minus) 1, or if n = p. 6 refs.