Bourbaki

Exercise 6, § 4

Algebra, I, 133

Let (Gα)(G_\alpha) be a family of normal subgroups of a group GG such that ⋂αGα={e}\bigcap_\alpha G_\alpha = \{e\}; show that GG is isomorphic to a subgroup of the product group ∏α(G/Gα)\prod_\alpha (G/G_\alpha).

Solution

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Transcribed from the printed volume. Not translated.