SIMIODE

The Logistic Differential Equation. Notes. 7 pp.

Goals from the notes:

• MATH: To analyze the behavior of solutions of an ordinary differential equation geometrically .

• MATH: To analyze stability behavior of equilibria of an ordinary differential equation geometrically

and symbolically.

• MATH: To introduce a basic numerical technique for approximation solutions to differential equations.

• MATH: To draw and interpret bifurcation diagrams.

• BIO: To explore the logistic model, and variations by introducing harvesting.

• COMP: To use MAPLE to analyze an ordinary differential equation

Keywords: model, differential equation, logistic, harvest, Maple, bifurcation, numerical methods

Researchers should cite this work as follows:

• Brian Winkel (2018), "2018-Unknown - The Logistic Differential Equation - Notes," https://www.simiode.org/resources/4457.

  BibTex | EndNote

1. bifurcation
2. differential
3. harvest
4. logistic
5. Maple
6. model
7. numerical