Biometrika (2018), 105,2, p. 503 doi: 10.1093/biomet/asy024 Printed in Great Britain Advance Access publication 23 April 2018 Amendments and Corrections BY G. CLAESKENS, T. KRIVOBOKOVA AND J. D. OPSOMER firstname.lastname@example.org email@example.com firstname.lastname@example.org Biometrika (2009) 96, pp. 529–44. In Lemmas A1 and A2, Theorem 2, and the line before equation (17), K 1 should be replaced by K ∈[1, ∞), since K needs to be bounded. q q −1 −1 In Assumption 1, δ = o(K ) should read max |κ − 2κ + κ |= o(K ). 1jK j+1 j j−1 At the typesetting stage an error occurred while adding parentheses; throughout the paper it should be 1/(2q)−1 −1/(2q) 1/(2q−1) −1/(2q) n λ instead of n λ . The authors wish to thank Luo Xiao for pointing out the boundedness of K . 2018 Biometrika Trust Downloaded from https://academic.oup.com/biomet/article-abstract/105/2/503/4982039 by Ed 'DeepDyve' Gillespie user on 21 June 2018
Biometrika – Oxford University Press
Published: Apr 23, 2018
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