Harmonic moments and large deviation rates for supercritical branching processes

By P. Ney, A. Vidyashankar. 2003

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Lower deviation probabilities for supercritical Galton–Watson processes (2005, background): “But by Ney and Vidyashankar (2003) [ 14, Theorem 1 ], EZ −1 n is asymptotically equivalent to m−n (in the case 1 < α ≤ ∞), getting one more contradiction.”
Mean, What do You Mean? (2016, background): “Geometric and harmonic moments are of interest in a variety of applied settings; see, for instance, Ney and Vidyashankar (2003), Piau (2006), Luati et al. (2012) and Rao et al. (2014), just to name a few recent contexts.”