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- W1969668814 abstract "A general method is presented for evaluating, in a model-independent way, the soft-virtual-photon radiative corrections to an arbitrary hadronic process. It is shown that all the results concerning infrared divergences obtained within the theory of quantum electrodynamics of the electron-photon system are, in fact, exact in strong interactions. The problem of radiative corrections to low-energy theorems is the primary concern of this investigation. The threshold contributions of intermediate soft-photon states are nonanalytic in the photon frequency $ensuremath{omega}$. While the procedure is general enough to permit, in principle, the calculation of the leading terms (as $ensuremath{omega}ensuremath{rightarrow}0$) of these radiative corrections to all orders in $e$, in this paper only the leading ${e}^{2}$ radiative corrections are computed explicitly: They are of the order $mathrm{ln}ensuremath{omega}$ for the bremsstrahlung (as first noted by Soloviev) and of the order $ensuremath{omega}mathrm{ln}ensuremath{omega}$ for pion photoproduction. Accordingly, in the presence of radiative corrections, there are no longer any low-energy theorems for the $O({ensuremath{omega}}^{0})$ bremsstrahlung and $O(ensuremath{omega})$ pion photoproduction amplitudes. The ${e}^{4}$ Compton amplitude $O({ensuremath{omega}}^{2}mathrm{ln}ensuremath{omega})$ is computed and shown to be independent of the target spin." @default.
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- W1969668814 date "1969-08-25" @default.
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- W1969668814 title "Low-Energy Theorems on Radiative Corrections" @default.
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- W1969668814 doi "https://doi.org/10.1103/physrev.184.1805" @default.
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