History and Preliminaries - Dynamical Systems | Lecture 1

[@jamescook5617]

Beautiful work here. Really clear. You might just inspire me to start teaching these things.

[@brightsideofmaths]

I really like your overview for your whole lecture series :) Keep up the good work!

[@Waffle_6]

i wasnt expecting to find you comment here wow

[@brightsideofmaths]

@@Waffle_6 Thanks :)

[@dutonic]

Here to solidify a foundation in D.S. that can help me work with ties between probability theory and fractal geometry for problems in quantum physics. Excited to work through this. Thank you for taking the time to make these!

[@JBroadway]

Here before this channel blows up! No seriously, this video got me pumped to learn mathematics! You have a real talent for teaching and I hope you continue to release content!

[@InebriatedEscapist]

Got the Strogatz book. Excited to work through it alongside your lectures!

[@EXPloration_viaROHAN]

I am from IIT Kanpur your lecture is very appreciable ❤💙

[@g.l.5072]

This channel is going to get big big big

[@GiRAaLLLdo]

Amazing lecture!! Thanks a lot

[@gt6139a]

Thank you for your lectures. It is a well explained series so far and I am really enjoying it. Thank you. However, I do have 1 question: why can't growth and decay happen in a second order linear system? The spring mass damper system has oscillations as well as decay and it is a second order system.

[@nate59plus]

Hella psyched to learn about dynamical systems 🤓

[@amogh4523]

Great stuff. Thanks a lot! :)

[@alfreddelatourquipenche8287]

I like the setup. Have you tried changing board writing color to black when the white t-shirt is in the background; and if yes how did it look?

[@lesmathsdusecondairequalif3346]

I thoroughly enjoyed the content of this episode and eagerly anticipate future installments focusing on dynamical systems. However, I would appreciate clarification regarding the interpretation of the variable "$n$" in the context of either representing the dimension of the state space or denoting the order of the associated partial differential equation.

[@jasonbramburger]

There weren't any partial differential equations in this video

[@Konchok_Dawa]

I'm amazed that he can write backwards so clearly

[@camerashysd7165]

Yea right? It's coz he doesn't

[@hiedtchannel]

So, after 2 months. Did you figure out how he did it? 😅

[@Konchok_Dawa]

Nope! Im just a dum dum ​@@hiedtchannel

[@uzivatel123]

jason hamburger