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Miklos Schweitzer 1970_2

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October 22, 2008
abstract algebrasuperior algebrasuperior algebra unsolved

Problem Statement

Let G G and H H be countable Abelian p p-groups (p p an arbitrary prime). Suppose that for every positive integer n n, p^nG \not\equal{} p^{n\plus{}1}G . Prove that H H is a homomorphic image of G G. M. Makkai
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