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One-loop diagrams for the Yukawa pseudo-scalar interaction

OP's Lagrangian (1) should include a $\phi^4$ interaction term to be generic. Then there are 6 counterterms (2 wave function renormaliztions + 2 mass terms + 2 coupling constants). All other relevant &...
Qmechanic's user avatar
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Pole at Infinity of a 1-loop scalar bubble diagram

You have to think about it as having to deform your integration contour to avoid the roots $\alpha_\pm$. When you move along the real $s$ axis, the roots move as follows (the arrows indicate ...
Marcosko's user avatar
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How are $t$ and $u$ channel processses different?

Well, you are right in that the two diagrams you show for the Compton scattering are indeed equivalent. However, these are neither t- nor u-channel diagrams; the diagrams you show are s-channel ...
Gaussian97's user avatar
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How are $t$ and $u$ channel processses different?

The dependence of the processes on the moemnta are entirely different, being roughly $$ \frac{1}{(p_2-p_4)^2 -m^2} $$ for the first and $$ \frac{1}{(p_2-p_3)^2 -m^2} $$ for the second.
mike stone's user avatar
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Virtual soft photons Weinberg volume I chapter 13.2

The soft virtual photons inside the diagram do not contribute to the $\frac{1}{q^0}$ pole. The reason is that the pole comes by considering a new contribution that looks like (using the $-+++$ ...
Níckolas Alves's user avatar

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