theorem general_bridge_qf (ρ F : ℝ) (P x v : Fin J → ℝ)
(hx : ∀ j, x j ≠ 0) (hρ : ρ ≠ 0) :
cesGeneralHessianQF ρ F P x v =
-((1 - ρ) / ρ ^ 2) * F * escortFisherQF ρ P x v := by
rw [cesGeneralHessianQF_eq_neg_variance ρ F P x v hx]
simp only [escortFisherQF]
have hρ2 : ρ ^ 2 ≠ 0 := pow_ne_zero 2 hρ
field_simpGeneral CES Hessian at Arbitrary Allocation