An asymptotic result for a certain type of delay dynamic equation with biological background
Document Type
Article
Publication Date
8-1-2020
Abstract
Inspired by Cooke and York's work, we concentrate on the delay dynamic equation (Formula presented.) on a nonempty, arbitrary, closed set of real numbers, so-called a time scale. The utilization of an abstract delay function ? in the above-given equation relaxes the condition that each individual has a fixed constant life span when it fits a growth process. The main result is obtained by establishing a linkage between the delay dynamic equation and an integral equation. By constructing a phase space for a given initial function, we show the unique solution converges to a predetermined constant.
Recommended Citation
Koyuncuo?lu, Halis Can; Turhan, Nezihe; and Ad?var, Murat, "An asymptotic result for a certain type of delay dynamic equation with biological background" (2020). College of Business and Economics. 282.
https://digitalcommons.uncfsu.edu/college_business_economics/282