Manuscript X-G-ST@1 · X-G-ST.tex · section · 3c97567f

The local fish is a separate extension problem

Stage 4: graph inventory and the remaining quantum gate › The local fish is a separate extension problem · lines 1870–1881

For specified flat Feynman kernels $D_{0}^{F}, D_{m}^{F}$ , the ordinary local scalar–metric fish has component kernels

t_{α β} (z) = D_{0}^{F} (z) \partial^{α} \partial^{β} D_{m}^{F} (z), z \neq = 0, ∣ α ∣ + ∣ β ∣ \leq 2.

Displayed formulas in this passage

unlabeled · line 1875
$t_{α β} (z) = D_{0}^{F} (z) \partial^{α} \partial^{β} D_{m}^{F} (z), z \neq = 0, ∣ α ∣ + ∣ β ∣ \leq 2.$