Bourbaki

Exercise 7, § 7

Tag 063T, permanent. Cite it as [Bourbaki, Tag 063T].

Algebra, III, 635

For every A-module E, show that, if we write [u,v]=u∧v−v∧u[u, v] = u \wedge v - v \wedge u for any two elements of ∧E\wedge E, then for any three elements u,v,wu, v, w of ∧E\wedge E, [[u,v],w]=0[[u, v], w] = 0.

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