11) Applications of ODE Systems Flashcards
1
Q
Describe the pedator and prey or Lotka–Volterra equations
A
2
Q
What are fixed points of the predator and prey equations
A
A saddlepoint (x, y) = (0,0) and a centre at (x, y) = (γ/δ,α/β)
3
Q
What is the modified Lotka–Volterra equations
A
4
Q
What are the fixed points of the modified Lotka–Volterra equations
A
5
Q
Describe the epidemic modelling equations
A
6
Q
Describe the epidemic modelling equations with births and deaths considered
A
7
Q
If the epidemic modelling equations cannot be decoupled how do we remove R’
A
8
Q
What are the fixed points of the epidemic modelling equations
A
