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Biological mathematics

Course Description: Modeling a variety of problems in biomedical sciences - selected topics from population dispersal - traveling wave phenomena - pattern formation in biology - discrete equation and system models - phase plane analysis - study and analysis of solution dynamics - conservation equation - birth-death processes - population dynamics - red blood cell production, population genetics - ordinary differential equations: predator-prey models - Lotka-Volterra model - genome modeling and evolution - heartbeat model/cycle - transport and diffusion - study and analysis of solution dynamics.
Credit hours: 3
Prerequisites: MATH.202
Objectives of the course :

This course aims to study mathematical applications in biological and medical fields and to provide some fundamental concepts that serve advanced-level students.

Course outputs :

Acquiring knowledge through learning various mathematical methods - understanding and recognizing the role of applied mathematics in solving biological and medical problems - the ability to model, analyze, and formulate data.

Additional information:
  • Last update: 2026-09-15

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