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Exact(29)
In view of the restriction (c), we obtain that.
In view of the restriction (a), we see from (2.34) that (2.48).
In view of the restriction (c), we find that the sequence { x n } is bounded.
In view of the restriction (b), we obtain that I − λ n A is nonexpansive.
In view of the restriction (c), we also see that I − λ n B is nonexpansive.
In view of the restriction (b), we conclude from (3.16) that lim n → ∞ | | S x n - x n | | = 0. (3.17).
Similar(31)
In view of the restrictions (a) and (b), we obtain from Lemma 1.2 that exists.
In view of the restrictions (C2) and (C7), we obtain that (3.92).
In view of the restrictions (a) and (b), we obtain that (2.9).
In view of the restrictions (R2) and (2.30), we from Lemma 1.7 can conclude the desired conclusion easily.
In view of the restrictions (d) and (e), we obtain from (2.7) lim n → ∞ ∥ W n z n − x n ∥ = 0. (2.14).
More suggestions(16)
in view of the restrictive
in view of the limitation
in view of the constraint
in light of restriction
owing to the restriction
in view of the limitations
given this restriction
in view of the constraints
in view of limitations
in view of the scarcity
in view of the definition
in view of the increase
in view of the absence
in view of the diversity
in view of the problem
in view of the risk
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