GROUPS OF ORDER P 



M 



295 



The results are given in tabular form below, and type forms are 

 also given. In explanation of this double-entry table, ~ and I!| 

 denote =0 and not^O (mod p). 



* Bl divides into two parts; the part where a — a/3 = being 

 simply isomorphic with Bl, while the part where «— ayS not^O is 

 simply isomorphic with B3. 



The type groups are 



A (1) k=p «=p a=p /3=p the Abelian group of type 

 (m-2,1,1) 



A 2, k=l a=p a=p /8=p 



B 1, k^=p rt=p a=p y8=l 



B 2, k=l «=p a=p ^=-1 



B 3, k=p tf^l a=p /S=l. 



