Floquet Theory
WEB: faculty.washington.edu/kutz/a...
This lecture is part of a series on advanced differential equations: asymptotics & perturbations. This lecture explores the stability of periodic solutions in dynamical systems. Specifically, flow maps and Poincare sections are introduced to characterize the periodic behavior, along with Floquet theory to formally compute the stability of solutions.
Пікірлер: 12
What is the 'alpha'? The Wronskian does not follow from your definition of matrix A before
Thank you so much Prof., answered so many questions on my mind in a very logical way
Thanks a million Prof!!
one problem, on 15:30 there should be an 'n' inside \lambda^n_j exp(```) = 1.
I loved this, thank you
It is very helpful, thank you very much.
Amazing video!
Thank you for sharing!!
Awesome explanation!Plz make a playlist listing all of your video of any particular topic.Thanks.
Great explanation, you demystified me in a lot of things!
Awesome Thanks!
excellent explanation