Manuscript XVIII-A@2 · XVIII-A-v2.tex · section · 0f4336ec
The selected quantum coefficient and its inventory
The selected quantum coefficient and its inventory · lines 1030–1039
The formula is an inventory identity, not an evaluation or a proof that every listed map exists. Ghost vertices, quartic vertices, preparation derivatives, insertion normalizations, and Wick-ordering corrections must appear in the specified entries. A claimed one-loop interpretation also needs its graph-counting convention; the notation alone does not prove a graph inventory.
Nearby in this section
- section: The selected quantum coefficient and its inventory
- assumption: Assumption: Declared normalized retarded family
- section: The selected quantum coefficient and its inventory
- proposition: Proposition: Complete formal extraction at order κ 2
- remark: Remark: Normalized order costs a numerator order
- proposition: Proposition: Applying one completion twice changes its coefficient
- section: The selected quantum coefficient and its inventory