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Fixed points of bilateral multivalued contractions
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In this paper, the concepts of Jaggi, Dass-Gupta and Caristi-Ciric-type bilateral multivalued
contractions are introduced in the framework of metric spaces. New conditions for the existence of fixed
points for such contractions are analyzed. A few consequences in single-valued mappings which include
the conclusion of the main result of Chen et al. [On bilateral contractions. Mathematics, 2019, 7, 538]
are obtained. In addition, nontrivial example are provided to support the validity of the results obtained
herein.
Title: Fixed points of bilateral multivalued contractions
Description:
In this paper, the concepts of Jaggi, Dass-Gupta and Caristi-Ciric-type bilateral multivalued
contractions are introduced in the framework of metric spaces.
New conditions for the existence of fixed
points for such contractions are analyzed.
A few consequences in single-valued mappings which include
the conclusion of the main result of Chen et al.
[On bilateral contractions.
Mathematics, 2019, 7, 538]
are obtained.
In addition, nontrivial example are provided to support the validity of the results obtained
herein.
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