Symmetry: Reality’s Riddle
Hat tip to Dan at mathrecreation.
Hat tip to Dan at mathrecreation.
from → Mathematics
Math is a game, playing with ideas. This blog is about learning, teaching, and just playing around with K-12 mathematics. Have fun!
Are you looking for a good math book? Check out these titles, just a few of my favorites from my overflowing bookshelves. You may use the Amazon.com links below (and help support this blog!) or ask your local librarian.
How to Solve It: A New Aspect of Mathematical Method
Knowing and Teaching Elementary Mathematics: Teachers' Understanding of Fundamental Mathematics in China and the United States
And here are some of the books I've enjoyed from my library, but haven't yet managed to save up the money to buy.
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How did you add the video to your math blog?
If you have a WordPress.com blog, it’s really easy. Check out the instructions here. For other blogs, I think you would go to the video at TED’s site, click “Share”, and then use the embed code.
1. If you want a great not quite symmetrical is Monet’s “The Poplars.” T.S. Lee used this as an example that symmetry is wonderful, but not perfect in lectures in the 1970’s.
2. What’s amazing is how few references to Emily Noether’s work is in the common conversation. Her proof that every symmetry demands an invariant and vice-versa is exceptionally important. (I’m not an expert on this.)
Thanks for the comments, Dennis! Your note set me to looking, and I found a few blog posts trying to bring Noether’s work to light:
* Emmy Noether, Symmetry And Conservation Laws
* Emmy Noether – Ada Lovelace Day!
* “Honorary men”