Manuscript XVIII-A@2 · XVIII-A-v2.tex · assumption · 0f4336ec
Assumption: Declared normalized retarded family
The selected quantum coefficient and its inventory · lines 962–989
XVIII-A@2#ass:retarded
For the arguments used below, normalized multilinear maps have been constructed, with
Their distributional domains, causal normalization, graded signs, and required equation-ideal descent are proved. They have nonnegative formal expansions.
The maps have no additional hidden dependence; any such dependence has first been expanded and included in the coefficient inventory. Interaction arguments are even, and the factorial convention is the one displayed.
If
is used, divisibility of the numerator by is proved on the declared pair.
Displayed formulas in this passage
unlabeled · line 966
unlabeled · line 981
Nearby in this section
- section: The selected quantum coefficient and its inventory
- section: The selected quantum coefficient and its inventory
- proposition: Proposition: Complete formal extraction at order κ 2
- section: The selected quantum coefficient and its inventory
- 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