Further, the study of time scales has led to several important applications, e.g., in the study of insect population models, neural networks, heat transfer, epidemic models, etc. [2].
The theory of dynamic equations on time scales has been studied by many mathematicians since it not only provides a unifying structure of differential and difference equations, but also it has led to many physical, chemical and biological applications such as insect population models, neural networks, heat transfer, epidemic models.
The study of time scales has lead to several important applications in the study of insect population models, neural networks, heat transfer, and epidemic models, see, for example [2 6].
However, it has led to several important applications, for example, in the study of insect population models, neural networks, heat transfer, and epidemic models; see, for example, [10, 11].
Further, the study of time scales has led to several important applications, for example, in the study of insect population models, neural networks, heat transfer, and epidemic models, we refer to [8 10].
Moreover, the study of dynamic equations on time scales has led to several important applications, for example, insect population models, biology, neural networks, heat transfer, and epidemic models, see [2 12].
If shipmasters leaving Haitian ports would exchange their ships' ballast water at sea, they could help prevent the transfer of epidemic cholera from harbor to harbor.
Theme 3: At the individual level, half of the PHIs who were transferred from epidemic prevention stations could not adapt well to their changing new jobs.
By using the theory on time scales we can also study insect population, biology, heat transfer, stock market, epidemic models [2 6], and so forth.
More than 30% of PHIs who were transferred from the epidemic prevention station had confusion on their function and role.
In addition, time-scale calculus would allow exploration of a variety of situations in economic, biological, heat transfer, stock market, and epidemic models [2, 3], and so forth.
