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Thus, maps that satisfy the condition (2.4) may have fixed points.

Let be a complete Menger PQM space and let be maps that satisfy the following conditions: (a).

Also Karapinar et al. [42] proved a fixed point theorem on a metric space for a class of maps that satisfy the Ćirić-type contractive condition.

Du [13] proved some coupled fixed point results for weakly contractive single-valued maps that satisfy Mizoguchi-Takahashi's condition in the setting of quasiordered metric spaces.

Let be a complete Menger PQM space and let be maps that satisfy the following conditions: (a) ; (b the pair is weak compatible, is closed subset of ; (c) for all and where is monotone increasing function.

Let be a complete Menger PQM space and let be maps that satisfy the following conditions: (a) ; (b the pairs and are weak compatible, is closed subset of ; (c) for all and every, where is a monotone increasing function.

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Similar(52)

In a second step an algorithm for balancing errors was applied to produce a set of posterior maps that satisfied the water balance.

We derive some new coupled fixed point theorems for nonlinear contractive maps that satisfied a generalized Mizoguchi-Takahashi's condition in the setting of ordered metric spaces.

We term the mapping that satisfy this criteria selected node mappings.

Let be a nonempty closed convex subset of a uniformly convex Banach space Suppose that is a multivalued nonexpansive mapping that satisfy Condition I. Let be the sequence of Ishikawa iterates defined by (1.13).

Consider a special skew product map that satisfies condition ((ddag)).

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