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A Stable Numerical Scheme for a Model of Mutualism with Crowding Effects

Year: 2023

Presenter Name: Chance Witt

Additional Presenters:
Devan Hill (
We Study a Lotka-Volterra model of mutualism with crowding effects. After using nondimensionalization, we analyze the stability of the steady state solutions for the system. A nonstandard numerical scheme is proposed, and by using mathematical induction we prove that the numerical scheme is unconditionally stable. We also analyze the long term behavior of the numerical solution.
University / Institution: Southern Utah University
Type: Oral
Format: In Person
SESSION C (1:45-3:15PM)
Area of Research: Science & Technology
Faculty Mentor: Jianlong Han
Location: Union Building, PARLOR A (1:45pm)