Bourbaki

Exercise 4, § 2

Functions of a Real Variable, IV, 204

If PP is any automorphism in L(E)\mathscr{L}(E) show that exp⁡(PAP−1)=Pexp⁡(A)P−1\exp(PAP^{-1}) = P \exp(A)P^{-1} for every A∈L(E)A \in \mathscr{L}(E)

Solution

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Transcribed from the printed volume. Not translated.