`BookProof.ChapterWeylSl2.Sl2Rep.highestWeight_nat` [FiniteDimensional ℂ V] {R : Sl2Rep V} {w : V} {lam : ℂ} (hw : w ≠ 0) (hE : R.E w = 0) (h : R.H w = lam • w) : ∃ m : ℕ, lam = (m

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`BookProof.ChapterWeylSl2.Sl2Rep.highestWeight_nat` [FiniteDimensional ℂ V] {R : Sl2Rep V} {w : V} {lam : ℂ} (hw : w ≠ 0) (hE : R.E w = 0) (h : R.H w = lam • w) : ∃ m : ℕ, lam = (m · Prove2Me