Dynamical Systems of a Population

Differential equations are a very useful mathematical system when it comes to populations. We can use these types of equations to analyze how a certain population of one or more than one species coexist. In this project we will see how differential equations can be used specifically to analyze when cats and mice are living together. We can predict how this population will survive by putting what we know about the life expectancy of cats and mice, birth rates of these species and possible causes of death besides natural causes into a system of differential equations.

Publication Details

Journal
ScholarSpace - JCCC (Johnson County Community College)
Published
2025-05-01
Primary Topic
Cancer and biochemical research
Type
article
Field-Weighted Citation Impact
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article

Dynamical Systems of a Population

ScholarSpace - JCCC (Johnson County Community College)
Cancer and biochemical research
article

Dynamical Systems of a Population

article en

Abstract

Differential equations are a very useful mathematical system when it comes to populations. We can use these types of equations to analyze how a certain population of one or more than one species coexist. In this project we will see how differential equations can be used specifically to analyze when cats and mice are living together. We can predict how this population will survive by putting what we know about the life expectancy of cats and mice, birth rates of these species and possible causes of death besides natural causes into a system of differential equations.

ScholarSpace - JCCC (Johnson County Community College)
Openalex Percentile: Top 50%
Cancer and biochemical research
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Dynamical Systems of a Population · ScholarSpace - JCCC (Johnson County Community College) (2025) | TGRS Research Map | TGRS