- #1
camjohn
- 80
- 0
For a general family of dynamic models, xk+1=f(xk), oscillation can occur; for example, the function xk+1=xn2-1 experiences oscillation under the starting value 0:
(x2=x12-1=x2=02-1→x2=-1→x3=x22-1=x3=-12-1→x3=0)
This type of oscillation must be capable of detection before actually pluggin in the numbers. How can you figure out that a dynamic model will oscillate in such a way?
(x2=x12-1=x2=02-1→x2=-1→x3=x22-1=x3=-12-1→x3=0)
This type of oscillation must be capable of detection before actually pluggin in the numbers. How can you figure out that a dynamic model will oscillate in such a way?