theorem shareFunction_sum_one {w : Fin J → ℝ} (hw : (∑ k : Fin J, w k) ≠ 0) : ∑ j : Fin J, shareFunction w j = 1 := by simp only [shareFunction, ← Finset.sum_div] exact div_self hw
thesis/CESProofs/Foundations/TenWayIdentity.lean:66
Ten Views of a Single Object: