Wow great job Dr. Bazett!! I like that you seem generally interested in teaching, really helps to keep engaged, thank you thank you!! And explaining it in such a small amount of time! :)
Have you ever noticed that these videos invariably have the comment: "You explained in 10 minutes what my lecturer couldn't explain in an hour"? It's kind of unremarkable since your lecturer is just who you've got to teach you at uni. This bloke here is a fantastic communicator. It's hardly surprising that your lecturer isn't able to communicate like the best from the internet.
Professor Bazett, thank you for the video/lecture on Autonomous Equations, Equilibrium Solutions and Stability. These are powerful tools in Ordinary Differential Equations.
My crazy econ prof tried to teach this whole course within 3 weeks. last week we were talking about phase diagrams, now we are finishing calculus variation and optimal control theory? How can he expect us to learn so many things in so little time? I don't even fully understand how to solve systems of linear equations! But I do find your textbook helps, Laplace transformation seems to be able to solve some special optimal control problems quite effectively.
I was following this course. But i missed the video and i wanted to tell you about this topic. But when i look at the playlist i found you already made this😌😌.
Am I write in my understanding that non-autonomous functions cannot have equilibrium solutions? For example, something like dy/dx = y * f(x) (here dy/dx = 0 when y = 0). And this is because as I take higher derivatives of dy/dx, my higher derivatives will not be guaranteed to be 0 because they are not independent of x.
This video legit explained in 10 minutes what my lecturer couldn’t explain in an hour.
my lecturer = semester
lol facts
😂
And I saw it on 1.5 x
After 8-9 years of youtube studying, this might be in my top 10 list in terms of quality
You helped me in calc 3 and now you're here to save me in diff eqs. Thank you
nice, glad you made it through calc 3:)
update?
I can't imagine a world without you teacher!
haha thank you!
Dr. Bazett, thank you for explaining this concept in such an easy and concise way
Great lecture. Sir I have taken calculus 3 and calculus 4 course from your chanel. Your videos are amazing.
Wow great job Dr. Bazett!! I like that you seem generally interested in teaching, really helps to keep engaged, thank you thank you!! And explaining it in such a small amount of time! :)
No way did you explain this better than my professor in a quarter of the time! Thanks so much
That was a rock star explanation! Thank you !
Brilliant Explanations. Help me quickly understand the stable and unstable equilibrium solutions. THX!
Great video, thank you! We need MORE stability analysis! XD
Definitely! It will be quite a theme through this course
excellent explaination thanks dr. bazzet
very nice and short explanation, thanks
Have you ever noticed that these videos invariably have the comment: "You explained in 10 minutes what my lecturer couldn't explain in an hour"?
It's kind of unremarkable since your lecturer is just who you've got to teach you at uni. This bloke here is a fantastic communicator. It's hardly surprising that your lecturer isn't able to communicate like the best from the internet.
"then you wouldn't change and so forth" that was the final piece that made everything click in my head
Professor Bazett, thank you for the video/lecture on Autonomous Equations, Equilibrium Solutions and Stability. These are powerful tools in Ordinary Differential Equations.
I have more examples like this on my channel if you want more practice!
Great explaination Dr
Very fundamental explanation Sir thanks a lot!
Thank you Sir for this explanation. It was so much clearer than anything my professor taught.
My crazy econ prof tried to teach this whole course within 3 weeks. last week we were talking about phase diagrams, now we are finishing calculus variation and optimal control theory? How can he expect us to learn so many things in so little time? I don't even fully understand how to solve systems of linear equations!
But I do find your textbook helps, Laplace transformation seems to be able to solve some special optimal control problems quite effectively.
That’s....a lot.
ur a genius. u need a million followers.
Great Explanation! It helped me so much. You're amazing.
Love your videos
Great as usual 😁😁
Thank you! Cheers!
Great series!
Thank you!
Realle really good exposition! Congratulations
Thank you so much for this crystal clear explanation
very helpful, thanks!
Glad it was helpful!
I was following this course. But i missed the video and i wanted to tell you about this topic. But when i look at the playlist i found you already made this😌😌.
Glad you found it!
Great vid
Well explained sir
Thank you
Brilliant video!
Glad you liked it!
Excellent explanation! ✌
awesome video sir :)
Thank you!!
Wonderful!
Loving it
Thanks Doctor
good explanation
My book had a sidenote in the text...it was not HELPFUL AT ALL!!!! thank you
Great video
Thanks a million!
Always wanted this😍
neatly explained, thanks!
Looking fabulous with sparkling hair (2:10)
Great lecture❤❤❤
Thanks!
Thank you, really appreciate that!
Another great video.
Sir, which software, you are using for drawing differential equation? really very nice software this is.
Desmos, it is free!
Always awesome
plz make stability theory playlist🙏
so helpful, thank you :)
Wish I saw this video when I was learning control system. damn
2:15 Could you make a video teaching us how to make this slope field on Geogebra?
Look up the SlopeField function in the "Functions & Calculus" section of the Geogebra functions.
Am I write in my understanding that non-autonomous functions cannot have equilibrium solutions? For example, something like dy/dx = y * f(x) (here dy/dx = 0 when y = 0). And this is because as I take higher derivatives of dy/dx, my higher derivatives will not be guaranteed to be 0 because they are not independent of x.
Nice sir
Can you please suggest the best text book for Probability and Random variables.
thnxs prof
How can we talk about the stability analysis of the critical point of higher order differential
goated, thanks for the help
Please can you do a course on numerical methods.
Trefor,may I know if I can say “The y becomes the independent variable”?
I have more examples like this on my channel if you want more practice!
Sir you should teach on skillshare.
Great video! But why is your hair sparkling?
🔥🔥🔥
what application did you use tom plot that slope field
Can you help me in mmp through notes or video
subscribed on 13 June 2023.
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Thank you