Hey everyone. If anyone could point me towards a hint on the following problem I would greatly appreciate it.
Let n and m be positive integers, with n > m ≥ 2. Describe as completely as you can the possible ring homomorphisms from Zn to Zm. Under what conditions on n and n will there be nontrivial homomorphisms? Under what conditions on n and m will there be surjective homomorphisms?


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