Manuscript Em01-G@5 · Em01-G-v5.tex · section · 3fbfe951

Supported algebraic coefficients

Supported algebraic coefficients · lines 546–566

Set $h_{μ} = ℓ_{μ} /2$ and $m = β / (2 π)$ . The source symbol has its first momentum in the $G$ -slot:

Q (H, G; p, q) = e^{- (p + q) \cdot x} Q (H e^{q \cdot x}, G e^{p \cdot x}), Q^{I, J} = Q (e_{I}, e_{J}; \cdot, \cdot) .

For constant $H$ , define

T_{H} (q)^{μν} = 2 e^{- q \cdot x} G_{1} (H e^{q \cdot x})^{μν}, C_{H} (q)_{ν ρ}^{μ} = e^{- q \cdot x} C (H e^{q \cdot x})_{ν ρ}^{μ} .

Displayed formulas in this passage

unlabeled · line 551
$Q (H, G; p, q) = e^{- (p + q) \cdot x} Q (H e^{q \cdot x}, G e^{p \cdot x}), Q^{I, J} = Q (e_{I}, e_{J}; \cdot, \cdot) .$
unlabeled · line 559
$T_{H} (q)^{μν} = 2 e^{- q \cdot x} G_{1} (H e^{q \cdot x})^{μν}, C_{H} (q)_{ν ρ}^{μ} = e^{- q \cdot x} C (H e^{q \cdot x})_{ν ρ}^{μ} .$