Thanks for your comment ! It's a lot of work, but I'm proud of the result, and even if I'm not selected for the competition, it was fun to make this video 🤗
Thanks a lot for your comment ! Yes, I wanted also to talk a bit about the history and the background of this theorem, I think I'll keep doing this in the future :)
Wow. C'est une vidéo magnifique! You did a great job. Before I saw this video, I had the idea of making a video about the Hex game and the Brouwer's theorem using manim :) and I was sure it will be very hard. So I understand how much you have worked for this. Thank you. I will probably use your codes for creating some more animations. Btw I like your French accent too :)
Thank you for video, but for me still unclear few moments 19:18 What doest it mean "R isn't connected to right edge" , do we have some kind of vacuum near edges or what (space is continuous) ? and how statement above leads to 20:28 So, okay, we have squares that aren't connected to the edges-how does that relate to the existence of fixed squares?
Very good video, great work :) ! Love the animations and the voiceover keep it going. Hope you'll be selected for the competition ;)
Thanks for your comment ! It's a lot of work, but I'm proud of the result, and even if I'm not selected for the competition, it was fun to make this video 🤗
Nice video. I liked that you structured it as a story, not just focusing on the math. Good luck in the competition :-)
Thanks a lot for your comment ! Yes, I wanted also to talk a bit about the history and the background of this theorem, I think I'll keep doing this in the future :)
@@MatheFysyk I'm sure there's audience for this kind of content. Good luck finding it (hope TH-cam figures out quickly who those people are).
C'est incroyablement stylé
La vidéo est vraiment clean et le sujet vraiment intéressant !! Merci et bravo
Wow. C'est une vidéo magnifique!
You did a great job.
Before I saw this video, I had the idea of making a video about the Hex game and the Brouwer's theorem using manim :) and I was sure it will be very hard. So I understand how much you have worked for this. Thank you. I will probably use your codes for creating some more animations.
Btw I like your French accent too :)
Thanks for your comment ! (Sorry, I'm replying a bit late 😅) Feel free to use my code as you wish.
Thank you for video, but for me still unclear few moments
19:18 What doest it mean "R isn't connected to right edge" , do we have some kind of vacuum near edges or what (space is continuous) ?
and how statement above leads to 20:28 So, okay, we have squares that aren't connected to the edges-how does that relate to the existence of fixed squares?
Impressionnant ! Bravo
L'élite
La topologie c’est nul vaut mieux faire des flèches et dire que ça commute
Le meilleur, ça reste quand même de faire un dessin 😎