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d(z) θ − θ0 and g(z,θ) − g(z,θ0) − ∂g(z,θ0)/∂θ(θ − θ0) ≤ l(z) θ − θ0. 2 hold w.p.1 for θ ∈ N0. Note that η = 6 will be used in the proof of Lemma A.1, and El2(z) ...... 3 = Op(dn)Op(. √. 1/nb3s n ). Finally, R3 = Op(.