Phase-plane analysis for nonlinear dynamics

WEB: faculty.washington.edu/kutz/a...
This lecture is part of a series on advanced differential equations: asymptotics & perturbations. This lecture introduces the concept of how locally linear problems can be used to construct global solutions to nonlinear problems in simple 2x2 systems of differential equations.

[@xiranxu]

I spent one day and I understood the Phase-Plane Analysis! Thank you very much!

[@jimlbeaver]

I think this is going to be a great lecture series. Thanks very much for making it available

[@TheMcWolle]

Love these lectures - great quality, content & lecturer. Greetings from Munich!

[@wenzhang365]

Awesome lectures! Thank you Professor Kutz!

[@TotusCamihurs]

Una sesión magistral.

[@yavuzeksi7676]

Great lectures. Thanks for uploading.

[@VauRDeC]

Dear Prof Kutz, Merci very much !!

[@kutsjuice]

Dear professor, thank you for such a great explanation. It's very interesting and useful, as always.

[@sahisnu]

Wow, nice explanation about the theory and the example really gives me a clear understanding about how to read phase-plane diagram.

[@budaowang4027]

Nice video. Happy new year from Salt Lake City

[@datchentai3047]

Very excellent! Thank you!!

[@ahmadshakeri5099]

Great lecture. thanks a milion 👏👏👏

[@amirsheikhshoaei2563]

It was great. Thank you for sharing it.

[@skat3r430]

Wow this was really good. Thank you

[@subhrohalder4104]

Love this lecture:)

[@gegebao5363]

thanks alot Professor kutz!

[@iamtrash288]

Amazing way to teach. It felt so smooth and engaging. How does he edit this presentation?

[@rajinfootonchuriquen]

The playlist of lectures th-cam.com/play/PLLpLlqKPoatVGkMLCx1wD0Vf8j_9_z-yy.html