`BookProof.ChapterAbelianCyclicCommutant.commutesWithContMult_conjRepSymm` {S : H →L[ℂ] H} (hS : ∀ g : C(X, ℂ), pi g * S = S * pi g) : CommutesWithContMult (conjRepSymm pi xi hcyc

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`BookProof.ChapterAbelianCyclicCommutant.commutesWithContMult_conjRepSymm` {S : H →L[ℂ] H} (hS : ∀ g : C(X, ℂ), pi g * S = S * pi g) : CommutesWithContMult (conjRepSymm pi xi hcyc · Prove2Me