Modeling the spread of contagious disease using differential equations

Presentation author(s)

Lifeng Wang’23

Major: Mathematics and Computer Science


The original intention of this paper is to analyze the spread of contagious diseases mathematically by using some mathematical models and differential equations. The last two years of COVID-19 have caused the greatest disruption to the world economy since World War II. In this context, we decided to study the models of such contagious diseases and find ways to detect contagious diseases early, control them, and calculate the speed of contagious diseases.

We hope that through this series of studies, the damage to the world caused by similar contagious diseases in the future can be greatly reduced. In order to make our research more convincing, the research process will cite some authoritative studies, and use accurate modeling software and computing software to calculate our results.


Ben Stucky

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