Manuscript XII-F@1 · XII-F.tex · lemma · 54cb3169

Lemma: The shell rewriting

F1: the sheet and the four-row ledger · lines 572–585 · proof included or linked

XII-F@1#lem:shell

On $C_{sol}$ ,

A γ = - 2 D^{*} b, E_{ξ} = B_{ξ} .

Proof. $A γ = - □ P γ - 2 D^{*} D γ = - 2 D^{*} b$ . For the compact tensor $q = L_{ξ} β_{f, g} [ϕ]$ , $\int q \cdot D^{*} b = \int (D q)_{ν} b^{ν}$ by the flat adjoint identity.

Displayed formulas in this passage

unlabeled · line 575
$A γ = - 2 D^{*} b, E_{ξ} = B_{ξ} .$

Nearby in this section

section: F1: the sheet and the four-row ledger
definition: Definition: The two remainder functionals
section: F1: the sheet and the four-row ledger
section: F1: the sheet and the four-row ledger