Harvard Grad Starts Math Museum Helped by Google, Hedge Funder(businessweek.com)
businessweek.com
Harvard Grad Starts Math Museum Helped by Google, Hedge Funder
http://www.businessweek.com/news/2011-11-01/harvard-grad-starts-math-museum-helped-by-google-hedge-funder.html
2 comments
If case anyone is interested, I'm speaking at the Museum of Math on the evening of December 7th.
Break a leg! What are your speaking on?
Thank you!
"Five balls, two hands, you do the Math!"
It's about the unexpected structures underneath juggling patterns, and how we discovered previously unknown juggling patterns through math. If you're interested, look up "SiteSwap." Some of the people at the London HN meetup may remember me.
"Five balls, two hands, you do the Math!"
It's about the unexpected structures underneath juggling patterns, and how we discovered previously unknown juggling patterns through math. If you're interested, look up "SiteSwap." Some of the people at the London HN meetup may remember me.
I fear that the beauty of mathematics is hard to easily communicate. It is not in pretty pictures of fancy functions, but in rediscovering theorems and their proof. The most awe inducing results during undergrad was Galois theory, but you need quite a bit of mechanics to be able to understand the proof.
I remember an exhibition on Gödel, it completely failed to communicate how ground breaking and fundamental his achievement were.
The most awe inducing results during undergrad was Galois theory, but you need quite a bit of mechanics to be able to understand the proof.
But what was the essence of that awe?
For me, when I had that special feeling, it came from the flash of insight of seeing that this thing is like that thing. It was seeing mappings and patterns, and I think this can be conveyed to the novice without having to show something as complex as Galois theory.
But what was the essence of that awe?
For me, when I had that special feeling, it came from the flash of insight of seeing that this thing is like that thing. It was seeing mappings and patterns, and I think this can be conveyed to the novice without having to show something as complex as Galois theory.