`BookProof.ChapterWeylSl2.Sl2Rep.ops_zero_of_minimal_cas_zero` [FiniteDimensional ℂ V] {W : Submodule ℂ V} (hW : R.IsInv W) (hne : W ≠ ⊥) (hmin : ∀ U ≤ W, R.IsInv U → U = ⊥ ∨ U = W

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`BookProof.ChapterWeylSl2.Sl2Rep.ops_zero_of_minimal_cas_zero` [FiniteDimensional ℂ V] {W : Submodule ℂ V} (hW : R.IsInv W) (hne : W ≠ ⊥) (hmin : ∀ U ≤ W, R.IsInv U → U = ⊥ ∨ U = W · Prove2Me