Set-Valued Quasi-Contraction Type Fixed Point Theorem in Strong b-Metric Spaces
In the framework of strong b-metric spaces,the set-valued quasi-contraction type fixed point theorem is established.This result extends the theorem presented by Lu et al.from metric spaces to strong b-metric spaces,and improves the result of Li et al.in the framework of b-metric spaces.
Hausdorff metricstrong b-metric spaceset-valued quasi-contraction typefixed point theorem
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