Mathematical Model on Human Population Dynamics Using Delay Differential Equation
Student: Oghenegweke Wisdom Okpako (Project, 2025)
Department of Mathematics/Statistics
University of Port-Harcourt, Rivers State
Abstract
Simple population growth models incorporating birth rates, death rates, migration, and environmental carrying capacity were explored. Additionally, key calculations involving delay differential equations were examined to deepen
understanding on how delays impact population dynamics.
This project focuses on understanding how human populations grow and change over time using a mathematical model with delay differential equations.
These equations help account for the time delays in population processes, such as birth, maturation, and other factors that affect growth. The study aims to identify the key features of population growth, examine how delays impact population dynamics, and suggest ways to reduce negative effects of these delays. It also looks at how changes in age structure and gender balance aftect population stability. The results aim to provide useful insights for managing population growth sustainably
Keywords
For the full publication, please contact the author directly at: okpakowisdom29@gmail.com
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Institutions
- Sokoto State University, Sokoto, Sokoto State 42
- St. Albert The Great Major Seminary, Abeokuta. (affl. To University of Benin) 1
- Sule Lamido University, Kafin Hausa, Jigawa State 4
- Tai Solarin University of Education, Ijagun, Ogun State 18
- Tansian University, Oba, Anambra State 1
- Taraba State University, Jalingo, Taraba State 32
- Temple-Gate Polytechnic, Osisioma, Abia State 1
- The Oke-Ogun Polytechnic, Saki, Oyo State 6
- The Polytechnic, Ibadan, Oyo State 13
- THOMAS ADEWUMI UNIVERSITY, OKO-IRESE, KWARA STATE 1