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Then we present some fixed point and common fixed point theorems for such mappings in an ordered complete metric space.
We consider a new type of monotone nonexpansive mappings in an ordered Banach space X with partial order ⪯.
3, where a pair of asymptotically regular mappings in an orbitally complete ordered metric space is considered.
Our model consists of a hierarchy of Grow-When-Required (GWR) networks that learn prototypical representations of body motion patterns and objects, accounting for the development of action-object mappings in an unsupervised fashion.
which is called a generalized nonlinear mixed ordered variational inequality system (GNM ordered variational inequality system) with ordered Lipschitz continuous mappings in an ordered Banach space.
The first is treated in Section 3, where a pair of asymptotically regular mappings in an orbitally complete ordered metric space is considered.
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In the last section, we give some results on periodic point properties of a mapping and a pair of mappings in a metric space.
This study investigated tertiary level EFL university students' attitudes toward computer based concept mappings in a six-week writing program.
In this paper, we study nonlinear ergodic properties for an amenable semigroup of nonexpansive mappings in a Banach space.
In [2], Zegeye et al. introduced a class of Lipschitz pseudocontractive mappings in a Banach space.
Furthermore, they obtained an existence theorem for set-valued mappings in a complete metric space.
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