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In this paper, we establish a unified approach to study the existence of fixed points for common fixed point problems.
Motivated and inspired by research works mentioned above, in this paper, we establish a unified approach to study the existence of fixed points for common fixed point problems.
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Another very interesting approach to studying the existence of fixed points for multivalued mappings was proposed by Feng and Liu [16].
To study the existence of bronchial disease among rhinitis patients.
This class of mappings was introduced in [18], where the authors studied the existence of fixed points of these mappings by using the Baire category approach.
In recent years, many authors have studied the existence of solutions for problem (1.1) from several points of view and with different approaches (see, for example, [18 20]).
For example, 16S RNA approaches have been used to study the maturation of murine cecal microbiota, and they have demonstrated the existence of a large number of yet unidentified bacteria that inhabit it [ 31].
We study the existence and architecture of strict Nash networks.
A dynamical systems approach to the existence of Trojan motions.
We applied a two-step approach to evaluation of the existence of DM.
Using a loss-of-function approach, this study demonstrates the existence of engram cells; genetic ablation of amygdala cells with high excitability resulted in the specific loss of a fear memory.
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