Website review: Math Gems
widdershins discovered this in Mathematics
•51 reviews since Sep 11, 2007
mathematics, math, math-gems
•thinkzone.wlonk.com/MathGems/MathGems.htm
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Reviews of this website
Seanachi rated 3 weeks ago- Illustrated math concepts. Printable or purchasable as a poster.
- Janopus rated 3 months ago
- Very last 'Gem' is Gödel's Incompleteness Theorem. Remember Gödel with Einstein? -> http://janopus.stumbleupon.com/review/9162135/ Thanks to: http://mrcclass.stumbleupon.com/ and http://awils1.stumbleupon.com/ http://plus.maths.org/issue39/features/dawson/ Gödel: I've had this feeling of incompleteness for some time; perhaps this will help ... just joking. Will cross-check with Douglas Hofstader's book and come back. -j This is an amazing story! The photograph of Einstein with Gödel at the Institute for Advanced Study in Princeton after WWII is, among other things, one of the best images I have seen of Einstein. Einstein befriended Gödel and helped to keep him from going off the deep end, which eventually he did; Gödel was a hypochondriac and, after all his care givers had passed on, including his wife, he starved to death because he was afraid of being poisoned. Ironic.
- Awils1 rated 3 months ago
- A mind-bogglingly amazing proof sheet. The presentation is superb, as well. Thanks to Mrcclass for pointing towards it.
- mrcclass rated 3 months ago
- A very appealing collection of math problems/patterns all of which hint that math can take you to deeper mysteries. Go have a look.
- rubken rated 3 months ago
- Maths...
- judgewooden rated 4 months ago
- love the presentation - each one of these squares represent a problem. Makes my mind think.
- Pinkus99 rated 4 months ago
- An assortment of mathematical marvels.
- beckyzeep rated 6 months ago
- Math Gems such as this:
- TinaUK rated 6 months ago
- Thumbs up over all, but could be improved by the incorporation of some puzzles or interactive elements to illustrate the principles. Just stating them isn't all that exciting. And some are stating the obvious. Of course the product of all integers from 1 to n is n factorial, or n! That's what factorial means.
