Manuscript Em01-F@3 · Em01-F-v3.tex · section · 225e59af

Source incidence

Substitution and the weighted comparison panel › Source incidence · lines 1953–1972

Em01-F@3#eq:Qincidence

Define

Q^{L, I, J} (v; a, z) = ∣ α ∣ + ∣ β ∣ \leq 2 \sum q_{α β}^{L, I, J} \partial_{v}^{α} δ_{D}^{(4)} (v - z) \partial_{v}^{β} δ_{D}^{(4)} (v - a) .

Pairing against $h_{I} (a) G_{J} (z)$ gives $Q (h, G)^{L} (v)$ . Put

T^{L, I, J} (b; a, z) = P^{L}_{M} \int R (b - v) Q^{M, I, J} (v; a, z) d^{4} v .

Displayed formulas in this passage

Em01-F@3#eq:Qincidence · line 1956
$Q^{L, I, J} (v; a, z) = ∣ α ∣ + ∣ β ∣ \leq 2 \sum q_{α β}^{L, I, J} \partial_{v}^{α} δ_{D}^{(4)} (v - z) \partial_{v}^{β} δ_{D}^{(4)} (v - a) .$
unlabeled · line 1967
$T^{L, I, J} (b; a, z) = P^{L}_{M} \int R (b - v) Q^{M, I, J} (v; a, z) d^{4} v .$