Manuscript XX-D@1 · XX-D.tex · definition · c83a526d

Definition: Minimal Gaussian normalization

Explicit one-contraction normalization › Complete scalar correction · lines 1164–1178

XX-D@1#def:Gaussian, XX-D@1#eq:IR

The unit and linear fields are unchanged. In the $W$ -normal-ordered symbol coordinates, define the finite- $R$ insertion by

I_{f, R} = F_{f, R} + \frac{ℏ s ^{2}}{2} Γ_{f, R} (mod (s^{3}, ℏ^{2})) .

This fixes a subtraction choice. Additional finite changes, if authorized, must be stated separately; none are silently used.

Displayed formulas in this passage

XX-D@1#eq:IR · line 1169
$I_{f, R} = F_{f, R} + \frac{ℏ s ^{2}}{2} Γ_{f, R} (mod (s^{3}, ℏ^{2})) .$