Equilibrium Points for Nonlinear Differential Equations

[pawanrewaskar]

At 4:38 it should be 3y*(-y) = - 3y^2 and not 3y^2 so the final solution will be real

[marcojimenez]

The greatest value of this video for me, is the emphasis on the simultaneity of the points. Thanks a lot.

[mdaraphiri]

I like that the guy is not lazy. Some guys will just jump of the steps. You can come to watch a video a small idea and ending up being confused more😁

[msk]

4:40 at this point, I thought that I missed something or there is some complex algebra that I don't know haha. but I saw the comment that some person wrote and then I realized that you just wrote missing . Your explaination is very clear and easy. thanks for uploading this video

[sodiq_]

6 years after you made this, I found this useful. Thanks

[vmuccuu]

Thanks, man. Your videos really make this world better.

[osamahebala]

Many thanks. The emphasis on the rates must be zero simultaneity is very important in my opinion.

[illuminatus]

This video was incredibly helpful. Thank you.

[olivioarmandocordeirojunio]

Thank you very much. You are helping a lot.

[GoldenMika]

Once i found the equilibrium points, how can I know which ones are stable and which ones aren't?

[dankykong]

Can we find the equilibrium points using software like matlab and how???

[xiahua]

You missed a minus sign during operation that caused complex roots.

[KatieRabbitt]

My 89 year old grandmother says her brain is at 0 simultaneously.

[ahmedelhop]

thank you for this video but 3Y^3 + 3Y^2 +1 = 0 so the value 0.26 and -1.263 and 0

[sisayayanaw]

It should be 3y*(-y) = - 3y^2 and not 3y^2 so it has a real solution.

[traviss]

We lost a negative when multiplying 3y by (-y) :[

[bottle-xzhp]

i want to know the stability and the eigenvalues of the fixed points

[tpauu]

This doesn't help at all just fyi