Document Type

Article

Peer Reviewed

1

Publication Date

3-2014

Scholarship Domain(s)

Scholarship of Discovery

Abstract

Leslie matrices have been used for years to model and predict the growth of animal populations. Recently, general rules have been applied that can relatively easily determine whether an animal population will grow or decline. My mentor, Dr. Justin Brown and I examine, more specifically, whether there are relationships between certain elements of a population and the dominant eigenvalue, which determines growth. Not only do we consider the general 3x3 Leslie matrix, but also we looked into modified versions for incomplete data and migration models of Leslie matrices. We successfully found several connections within these cases; however, there is much more research that could be done.

Comments

Honors Capstone Project completed in 2014 for Olivet Nazarene University.

Creative Commons License

Creative Commons License
This work is licensed under a Creative Commons Attribution 3.0 License.