Math 119A - Mathematics of Biological Systems: a Calculus-Based Approach

Course Objectives

Students will learn how to interpret and develop calculus-based models of biological systems that describe how quantities change in realistic and relevant settings drawn from physiology, neuroscience, ecology and evolution. They will also learn the rudiments of a programming language (SageMath/Python) sufficient to graph functions, plot data and simulate systems of differential equations.

Students who successfully complete this course are expected to be able to:

  • Create dynamical models of verbally described biological systems
  • Quantify and interpret changes in dynamical systems using software
  • Explain homeostasis in terms of positive and negative feedback
  • Classify equilibria in one- and two-dimensional systems and use that information to interpret long term biological behaviors of modeled systems

General Math 119A Information

Current course offerings can be found HERE.

The specific calendar & policy for your Math 119A section should be made available to you by your instructor.

  • Textbook:
    • Modeling Life: The Mathematics of Biological Systems by Garfinkel, Shevtsov and Guo, Springer 2017
      • ISBN 978-3-319-59731-7 (e-book), or ISBN 978-3-319-59730-0 (Hardcover).
    • The e-book is available to University of Arizona students through the library at no cost, and a softcover edition can be purchased through this link for $25: click  Modeling Life: The Mathematics of Biological Systems to download—you will have to log in to your UAccess account.
  • Software:
    • Cocalc/Sagemath. (Details regarding access will be posted on D2L; cost $14/semester) 
  • Enrollment Requirements/Eligibility:
    • Students must meet eligibility requirements.
    • See the Math Course Placement Chart HERE.

Exam Information (Fall 2023)

Final Exam

See instructor or syllabus for more details regarding your final exam.

  • Section 001 will take the Final Exam on Friday, December 8th, 2023 @ 3:30pm - 5:30pm

  •  

    Section 002 will take the Final Exam on Tuesday, December 12th, 2023 @ 8:00am - 10:00am

 
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