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Let be a maximal monotone mapping, be a nonexpansive mappings with.
Nashine and Samet [25] introduced weakly increasing mappings with respect to another map as follows.
multivalued mappings with compact values.
Let and be a nonexpansive mappings with.
Therefore, they are total asymptoticallynonexpansive mappings with,,,.
Additionally, they are uniformlyL-Lipschitzian mappings with.
Let be a -accretive mappings with.
It then shows how one may splice the FR↔DP mappings with the FR↔ÐP mappings.
Let be a countable family of nonexpansive mappings with.
Suppose that mappings with satisfy the inequality (3.5).
Additionally, they are uniformly L-Lipschitzian mappings with L = 1.
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