A Collector of Math and Physics Surprises
quantamagazine.org
quantamagazine.org
This is why we have and should continue to keep (physical) libraries and why I love visiting them (along with second-hand bookshops and large scales used book sales). I discovered and bought probably 80+% of my books in this serendipitous way, king to the usual example of chaos in kneading of dough (https://books.google.com/books?id=GvnxBwAAQBAJ&pg=PA148&lpg=...)
So, I discovered one of my favorite writers because there was a bunch of books before me and I decided to pick one up.
Posting this because of a recent HN discussion touching on this. It really resonates with me because I feel that was key when I was learning calculus. I would like to see a lot more books with solutions.
The struggle you go through trying to understand your mistakes and correcting yourself is really the crux of learning.
Ideally such problem sets would accompany a specific textbook. It’s seems like such a simple idea that somebody should have done it already but I wasn’t able to find anything.
Also, his demonstrations on youtube are great.
Anyone know any problem-books that could match the (implied) breadth of the one indicated?
"I went back to the library and found the mathematics book with the largest number of problems. The book was in Russian, and I didn’t know Russian, but a young linguist is not afraid to pick up another language."
http://www.msri.org/web/msri/public/tadashis-toys
I'm a bit dumbfounded by his level of intelligence.
The unpretentious attitude towards science reminds me of Feynman. I wish there were more people in education like them.