Chiral corrections to the Kroll-Ruderman theorem
  We calculate the one--loop corrections to the Kroll--Ruderman low--energy theorems for charged pion photoproduction in the framework of heavy baryon chiral perturbation theory. We predict the threshold S--wave multipole $E_{0+}$ to be $E_{0+}^{\rm thr}(\gamma p \to \pi^+ n) = ( 28.2 \pm 0.6 )\cdot 10^{-3}/M_{\pi}$ and $E_{0+}^{\rm thr} (\gamma n \to\pi^- p) = ( -32.7 \pm 0.6 )\cdot 10^{-3}/M_{\pi}$, respectively, for a fixed pion--nucleon coupling constant, $g_{\pi N} = 13.4$. A comparison to the existing data is also given. 
V. Bernard, N. Kaiser and Ulf-G. Mei{\ss}ner