Abstract
In the study of ecological sciences predator-prey models are
very beneficial and they are frequently used because dynamics of animal
populations can easily be observed and researchers can also predict that
how they will develop over with the passage of time. The objective of this
paper is to verify the existence and uniqueness of solutions of mathematical models of predator prey interactions determined in Shakil et al. [19,
20] through a quasi-chemical approach in order to study the predator prey
populations and discover the tendencies visible. Each case started with a
set of initial and boundary conditions that formed different consequences
for the functions of the populations of predator (foxes) and prey (rabbits).
Muhammad Shakil, Hafiz Abdul Wahab, Saeed Ur Rahman, Saira Bhatti, Muhammad Shahzad, Muhammad Naeem. (2017) Existence and Uniqueness of Solutions of Mathematical Models of Predator Prey Interactions, Punjab University Journal of Mathematics, Volume 49, Issue 2.
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