Professor Wildberger, your work on math awareness and education is invaluable. It is not an exaggeration to say that your videos have given me a new lease on life. In this lecture, I was able to verify the result for the N(3,3) and N(3,4) Ramsey numbers. I plan to investigate N(5.5) and N(6,6) using a computer.
+Dimitri Boscainos Thanks for the kind words Dimitri, and well done in verifying those low Ramsey numbers. Be aware though that for the higher numbers, it gets very very tough.
Thank you Professor. I am aware of my meagre chances as an amateur, but if I was not one, much of the fascination would have gone. And without amateurs, there would not have been a Pierre de Fermat.
Dear professor, I am in high school and find your videos very interesting. But I can’t understand the pn= p(n-1)+p(n-2)-p(n-5)... part could u explain pls
Hi. Pr.Wildberger I'm Hubert from Thailand. I really appreciate your videos. They helped me a lot for satisfying my curiosity. I've heard that if you wanna be good at math or physics, you have to do lots of problems. But I have no clue how can I achieve that. Because I don't have any textbooks and you didn't give me a lot of hard ones. Especially in probability class, I still have a lot of problems that I usually get struck. If you have free time, please give me an advice. How can I become good at math and if I have any problems that get struck do you have time to explain to me. If so what way is the most convenient for you (comment here or Facebook or else)........ thx so much
Professor Wildberger, your work on math awareness and education is invaluable. It is not an exaggeration to say that your videos have given me a new lease on life. In this lecture, I was able to verify the result for the N(3,3) and N(3,4) Ramsey numbers. I plan to investigate N(5.5) and N(6,6) using a computer.
+Dimitri Boscainos Thanks for the kind words Dimitri, and well done in verifying those low Ramsey numbers. Be aware though that for the higher numbers, it gets very very tough.
Dimitri Boscainos (
it is a joy to watch your videos
Thank you Professor. I am aware of my meagre chances as an amateur, but if I was not one, much of the fascination would have gone. And without amateurs, there would not have been a Pierre de Fermat.
Thanks for this playlist of videos, they're fantastic!
Fantastic work Professor, thank you!
Thanks very much professor. Is it possible that you could do a whole series on Combinatorics similar to the Linear Algebra?
A wonderful video once again. Alot of this I knew but it was good to refreshen one's memory.
Wonderful videos, better than a movie :-)
Thanks Tommaso. Why not become a Patron of my channel? You can do that at www.patreon.com/njwildberger
Good idea! Thanks to you for sharing your knowledge, passion and teaching skills.
thank you for these brilliant videos!
wonderful conclusion
Amazing motivation! I'm doing discrete mathematics atm :)
Awesome! Very cool. Thanks.
Dear professor, I am in high school and find your videos very interesting. But I can’t understand the pn= p(n-1)+p(n-2)-p(n-5)... part could u explain pls
Thankyou.
Ramsey’s would make glueing interesting
Hi. Pr.Wildberger I'm Hubert from Thailand. I really appreciate your videos. They helped me a lot for satisfying my curiosity. I've heard that if you wanna be good at math or physics, you have to do lots of problems. But I have no clue how can I achieve that. Because I don't have any textbooks and you didn't give me a lot of hard ones. Especially in probability class, I still have a lot of problems that I usually get struck. If you have free time, please give me an advice. How can I become good at math and if I have any problems that get struck do you have time to explain to me. If so what way is the most convenient for you (comment here or Facebook or else)........ thx so much
Love yu sir....
Wow