On a Certain Subgroup of the Group of Isomorphisms, I, of an Abelian Group of Order pn, and Type

Author

Robert D. Pumford, Marquette University

Date of Award

5-1958

Degree Type

Bachelors Essay

Degree Name

Bachelor of Science (BS)

Department

Chemistry

First Advisor

Harvey P. Pettit

Second Advisor

Clemens B. Hanneken

Abstract

Any Abelian, G, of order pn, where p is prime and type (l,l,l,...) may be generated by a set of elements a1,a2,a3,...an each of order p. We shall now consider the group, I, o isomorphisms of G. If T is an isomorphism and a1, a2,...an are the independent generators of G, we have the following correspondence under T.

Comments

Marquette University Milwaukee, Wisconsin,

Recommended Citation

Pumford, Robert D., "On a Certain Subgroup of the Group of Isomorphisms, I, of an Abelian Group of Order pn, and Type" (1958). Bachelors’ Theses. 2173.
https://epublications.marquette.edu/bachelor_essays/2173