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1	Superset
1	Commutative Ring
1	Ideal
2	Subalgebra Of An Algebraic System
6	Jacobson Radical

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Nakayamas Lemma

Let be a commutative ring with 1. Let be a finitely generated -module. If there exists an ideal $\mathfrak{a}$ of contained in the Jacobson radical and such that $\mathfrak{a}M = M$ , then .