Bourbaki

Exercise 6, § 4

Algebra, IV, p. 91

Let (uλ)λ∈L(u_\lambda)_{\lambda \in L} be a family of elements of A[[Xi]]i∈IA[[X_i]]_{i \in I}. If the family (1+uλ)λ∈L(1 + u_\lambda)_{\lambda \in L} is multipliable, the family (uλ)λ∈L(u_\lambda)_{\lambda \in L} is summable.

Solution

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Transcribed from the printed volume. Not translated.