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Exact(55)
(iii)The mapping is nonexpansive.
A mapping is nonexpansive if.
A mapping is nonexpansive if for all.
Recall that a mapping is nonexpansive if.
Every reactive firmly nonexpansive mapping is nonexpansive.
If the mapping is nonexpansive, then.
Similar(5)
T is called nonexpansive-type if k = 0. Clearly, every multivalued nonexpansive mapping is nonexpansive-type mapping.
Recall that a self-mapping is nonexpansive if (1.1).
It is clear that the mapping T is nonexpansive.
that is, the mapping H is nonexpansive in B B ( S ).
Since every nonexpansive mapping is asymptotically nonexpansive and every asymptotically nonexpansive mapping is asymptotically nonexpansive in the intermediate sense, we have the following result which generalizes and refines the strong convergence theorem of Matsushita and Takahashi [17, Theorem 3.1].
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