Very elementary (8th gradish) paper: www.ippi.com/rwg/rectarith7.rtf . (~13pp, 9.7MB (BMPy).) E.g., can you reduce a fraction without computing the gcd? What's the quickest way to bat .239? --rwg
From celebrity eavesdropper Landon Curt Noll. I'm guessing he solved the .239 problem with continued fractions, vs the mediant method in the paper.
For your math-fun folks:
What's the quickest way to bat .239?
The answer depends on your method of rounding. A baseball batting average of 0.239 does not mean that hits/bats == 0.239. It means that the fraction is close to 0.239. One could bat 0.239 by: if you round up: hitting 5 out of 21 at-bats (== 0.238095...) if you round down or to the nearest: hitting 11 out of 46 at-bats (== 0.239130...) I believe that the 11/46 ratio (instead of 5/21) would be considered 0.239 by most baseball stats people as the quickest way to bat 0.239. chongo (Landon Curt Noll) /\oo/\ http://www.isthe.com/chongo/index.html =-= p.s. My 1st programming job out of college was working for a major league baseball team on scouting and stats program. I got the job in part because I knew how to code, and in part because I had little interest in baseball and thus would not fall into the pattern of their previous coder who was more interested in collecting autographs. As a result, I learned about the sport's less glamorous business practices as well as how people were treated outside of the media spotlight ... And then there was hacking the "jumbo-tron. I helped write some "video games" to play on the huge stadium screen on non-game days. One of which caught the attention of the marketing department and became a regular game-day feature: some dots racing around a track driven by a clock seeded simple RNG. They would give out prizes to a stadium section of their "dot" won ... and people in the office would wager big $'s on the outcome of the race ... crazy!
Very cool! By the way, there is no reason why this file should be so big. Have you tried using Microsoft tools to draw the boxes? Microsoft does have representations that utilize vectors and don't depend upon bitmaps. At 12:48 PM 4/6/2004, R. William Gosper wrote:
Very elementary (8th gradish) paper: www.ippi.com/rwg/rectarith7.rtf . (~13pp, 9.7MB (BMPy).) E.g., can you reduce a fraction without computing the gcd? What's the quickest way to bat .239? --rwg
Does anyone know someone who has verified the details of Oleg Musin's proof that the kissing number in $ dimensions is 24 ? Dan Asimov Visiting Scholar Mathematics Department University of California, Berkeley
Um, where $ = 4. On Wed, 7 Apr 2004, Dan Asimov wrote:
Does anyone know someone who has verified the details of Oleg Musin's proof that the kissing number in $ dimensions is 24 ?
Dan Asimov Visiting Scholar Mathematics Department University of California, Berkeley
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Daniel Asimov Visiting Scholar Mathematics Department University of California Berkeley, California
participants (3)
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Dan Asimov -
Henry Baker -
R. William Gosper