Manuscript XII-D@1 · XII-D.tex · section · 308a2080

D4: descent and ordering on the enlarged named sector

D4: descent and ordering on the enlarged named sector · lines 960–972

No conservation constraint on $J_{D}$ is needed for this quotient operation. Admission to the gauge-fixed free-shell carrier is not solvability of the invariant coupled equation.

Let $T_{D}$ denote the fully species-symmetric degree-three kernel, normalized so that

C_{3, D} (Φ) = ⟨ T_{D}, Φ^{\otimes 3} ⟩

with no additional factorial.

Displayed formulas in this passage

unlabeled · line 968
$C_{3, D} (Φ) = ⟨ T_{D}, Φ^{\otimes 3} ⟩$

Nearby in this section

corollary: Corollary: Carrier admission
proposition: Proposition: Regular ordering correction
section: D4: descent and ordering on the enlarged named sector
theorem: Theorem: Ordering-stable enlarged named sector
section: D4: descent and ordering on the enlarged named sector