- #1
kathrynag
- 598
- 0
Homework Statement
Let G be any group with no proper , nontrivial subgroups and assume abs value(G)>1. Prove that G must be isomorphic to Z_p for some prime p.
Homework Equations
The Attempt at a Solution
I know we have an isomorphism if a group is 1-1, onto, and the homomorphism property holds.