`BookProof.SmDiracYukawa.smFermiHam_symmetric` {hD M : Matrix (Fin n) (Fin n) ℂ} (z : ℂ) (hh : hD.conjTranspose = hD) (ψ φ : FermiFock n) : (inner ℂ (smFermiHam hD M z ψ) φ : ℂ) =

Initializing...

`BookProof.SmDiracYukawa.smFermiHam_symmetric` {hD M : Matrix (Fin n) (Fin n) ℂ} (z : ℂ) (hh : hD.conjTranspose = hD) (ψ φ : FermiFock n) : (inner ℂ (smFermiHam hD M z ψ) φ : ℂ) = · Prove2Me