Finally. It was worth the wait. Finally we have a video explaining Jenkins-Traub in the best way possible! And this is the first time I actually see the fractal from the method... ever!
This is such a wonderful video and I love your presentation! I especially love the fractal part. I think my only criticism is that you sometimes mumble words too quickly (e.g. you occasionally say "pomial" when you say "polynomial") and I had to rewind a few times to catch what you were saying. But ignoring that, your video is really good and I could follow along without getting lost.
thank you for this nice video It's nice to see these and try implementing them afterwards actually I think it is one of the best way to learn a new language, making something useful in it I will try to implement it in Mojo
Finally. It was worth the wait. Finally we have a video explaining Jenkins-Traub in the best way possible! And this is the first time I actually see the fractal from the method... ever!
I really wanted to get this out much sooner. Thanks for sticking with the channel.
@@OscarVeliz I never gave up on you. You made your best video in my opinion. And probably the most important one in the channel's history.
Gem of a channel, thank you❤
This is such a wonderful video and I love your presentation! I especially love the fractal part.
I think my only criticism is that you sometimes mumble words too quickly (e.g. you occasionally say "pomial" when you say "polynomial")
and I had to rewind a few times to catch what you were saying.
But ignoring that, your video is really good and I could follow along without getting lost.
thank you for this nice video
It's nice to see these and try implementing them afterwards
actually I think it is one of the best way to learn a new language, making something useful in it
I will try to implement it in Mojo
But what's mojo and why are you learning it?
wow!!! great video, thanks :)
You could show some root-finding methods for finite fields as well
how can we plot implicit curves ?