Manuscript XV-F-patch@1 · XV-F-patch.tex · section · 6d6ef16d

Chart-function relations

Patch I: the local amplitude module and reconstruction › Chart-function relations · lines 1341–1359

XV-F-patch@1#eq:Jnull, XV-F-patch@1#eq:Jnullterms

{Defines/source identity. XIV-J.tex; lem:null, eq:null; reported lines 853–883.}

XIV-J gives the null presentation

Rec ((q i θ + 1) M_{R} (κ)) = 0,

with separately nonzero reconstructed summands

Rec (q i θ M_{R}) = - δ (q) R (r), Rec (M_{R}) = δ (q) R (r) .

Displayed formulas in this passage

XV-F-patch@1#eq:Jnull · line 1347
$Rec ((q i θ + 1) M_{R} (κ)) = 0,$
XV-F-patch@1#eq:Jnullterms · line 1352
$Rec (q i θ M_{R}) = - δ (q) R (r), Rec (M_{R}) = δ (q) R (r) .$