Manuscript XI-C@1 · XI-C.tex · section · acec1422

Why representative information is retained

The retarded tree and its output symbol › Why representative information is retained · lines 751–769

The response is evaluated before any equation quotient. For unrestricted $ϕ$ ,

\partial_{ν} (g T_{0}^{ν μ} [ϕ]) = g (P_{m} ϕ) \partial^{μ} ϕ + (\partial_{ν} g) T_{0}^{ν μ} [ϕ] .

Dropping the first term is legitimate only after selecting a smooth free input for a classical reduction.

Likewise, replacing $r_{g}$ by an unspecified homogeneous metric class discards its sourced equation and generally changes $D r_{g}$ . These two warnings are the scalar representative warning of X-B-v3 and the sourced-metric warning of XI-B in their respective slots.

Displayed formulas in this passage

unlabeled · line 755
$\partial_{ν} (g T_{0}^{ν μ} [ϕ]) = g (P_{m} ϕ) \partial^{μ} ϕ + (\partial_{ν} g) T_{0}^{ν μ} [ϕ] .$