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Hello, what visualization software is this?

Wow. Just wow tysm!

Its nicely explained but after i calculated eigenvalues i discover that you are wrong you round those 2 numbers, but with rounded numbers you cant get eigenvectors. I changed values of matrix to 1,5 -0,8 for rabbits and 0,3 0,5 for coyotes, after that you will have same eigenvalues and your eigenvectors will be (4 3) and (2 1).

Incredible

Great explanation. I can get the math anywhere, but your visual explanation is the best I've seen so far. Do more videos!!! :D

Well explained

Hi, I'm Saul, I'm from Argentina. I would like you to analyze when you can my method of orthogonalization. Thank you. th-cam.com/video/SX42P0w5uHQ/w-d-xo.html

THANK YOU <3333333

Exactly what i was looking for, Mr. 3B1B jr. <3

Your vedio is amazing keep on

Great explanation

In every time span may God bless you! Thanks

I have a disease, i can't learn something before understanding the logic behind it. Now thanks to you sir, i am learning this processus and never forgetting it!

This was awesome

goated video, cheers!

I'm terrible at following backwards logic

That was amazing, sir!

I was struggling to understand the reason behind subtracting one additional term for each additional base vector to remove parts that are not orthogonal with Gram-Schmidt and this visual did it for me. Great!

Great, thank you very much❤

👍👍👍👍👍👍👍👍👍👍👍

Thank you Dan. This explanation is beautiful.

THANK YOU! I couldn't gasp why subtracting the proyecting would give you the desired vector, thank you sooo much

great explanation. Thank you for the help :)

ily

Wonderful explanation, this is the best video on this topic. Thank you!

wouldve loved to know what happens when you put a point directly on the line that makes the difference

amazing video, deserves way more views. Thank you!

This helped a little bit but man is this stuff hard to grasp. Definitely gonna fck this up on the test.

this video made my linear algebra course bearable

wow. great explanation. thanks

thanks for the excellent explanation You are great , keep helping people

Thanks sirrrrr helped a lot!

There are hundreds of videos about Gram-Schmidt, but this is the best one that demonstrates it visually, which is imperative to understanding it intuitively. Thanks!

Wow. That was really well done! Otto's book is horrifically dense at some points, and I felt that this particular example was poorly introduced in the text. You've completely de-mystified the discrete dynamic system.

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Excellent interpretation and explanation of the process. Very intuitive!

This makes beautiful sense!! I graduated w a math degree from university - as a D student. As a software engineer, I've been going back and relearning concepts to help me visualize the digital world I'm creating and WOW, maybe I did learn something during college. Thank you for the visuals and walking us through it, it was very helpful and I was following the entire time!!

I am doing a math phd and this was still extremely helpful. thanks

this is amazing lol

Just perfect and brief explanation what eigenvectors are in fact and great example of usage. Thank you!

This is a great video thank you

This video is 🔥🔥🔥🔥🔥🔥

Thanks to have explained this process so well!

Thanks a lot, really helped me visualize the torus.

Hey what kind of software that enable you to do that ?

amazing, thanks!

Great, thanks :D. I love internet for such a good quality education materials :)

Thank you very much for this video :)

thanks a lot!!!

thanks a lot!!!