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It follows from Lemma 4.5(a) that for every u∈ domh, ˆΓk(ˆxk) + 1 2λ∥ˆxk− ˆyk− 1∥2≤ ˆΓk(u) + 1 2λ∥u− ˆyk− 1∥2− 1 2λ∥u− ˆxk∥2

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2023 1

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