On the Constructionof Pairwise Orthogonal Sets of Latin Squsres and the Falsity of a Conjecture of Euler, Ⅱ

摘要

This report is a sequel to our earlier report under the same title [1], the notation and terminology of which will he adhered to. Since the earlier report was written Parker [3] has proved that if 4t+3 is a prime power there exist at least two orthogonal Latin squares of order 6t+4.