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Nonetheless, applying the main shared key directly through the communications is insecure [4].
Some interesting cases and examples of applying the main results are discussed and showed.
Further, by applying the main results, we investigate best proximity point theorems in a uniformly convex Banach space.
Further, by applying the main results, we investigate a fixed point theorem in a b-metric space endowed with an arbitrary binary relation.
In the following, we show a refinement of reverse arithmetic-geometric mean inequality by applying the main lemmas in Section 2.
We discuss the application of alternative interconnection charging models (with a particular focus on bill-and-keep) by applying the main lessons from the interconnection literature in a framework designed for the practical needs of regulators.
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Moreover, they applied the main results to ordinary differential equations.
In this paper, we have only applied the main results to Lotka-Volterra competing species.
Firstly, we apply the main result Theorem 3.2 to this problem.
Moreover, we apply the main theorem to a class of Hammerstein integral equations.
In Section 4, we will apply the main result of the paper to some more concrete predator-prey models.
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