lews-garage.org
Math | Lew's Garage
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You're in the shop. Skip to primary content. Skip to secondary content. April 12, 2016. Because … just look at the guy! Looks like a regular barrel of monkeys! He is the namesake of Faulhaber’s Formula, although he did not formulate it, as Wikipedia points out, but he more than laid the groundwork, I think anyone would agree. I had presented this rule in graphical form as :. Showing an N by N 1 rectangle divided into 2 pieces, each representing. The sum of 1 thru 5. 8230; ) we get this result:. All this ...
lews-garage.org
April | 2015 | Lew's Garage
http://www.lews-garage.org/2015/04
You're in the shop. Skip to primary content. Skip to secondary content. Monthly Archives: April 2015. Unfolding the 5-cube with grep notation. April 18, 2015. Maybe somebody’s already done this, but not as far as I know! Article has a link to a 1984 article in the Journal of Recreational Mathematics, Unfolding the Tesseract. It occurred to me that I could generate all the unfoldings by repeatedly applying this pivot operation wherever possible. Thinking of all this, I wrote a program to generate all the ...
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Lew | Lew's Garage
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You're in the shop. Skip to primary content. Skip to secondary content. Lifetime science geek. 'Nuf said. April 12, 2016. Because … just look at the guy! Looks like a regular barrel of monkeys! He is the namesake of Faulhaber’s Formula, although he did not formulate it, as Wikipedia points out, but he more than laid the groundwork, I think anyone would agree. I had presented this rule in graphical form as :. Showing an N by N 1 rectangle divided into 2 pieces, each representing. The sum of 1 thru 5.
lews-garage.org
Unfolding the 5-cube with grep notation | Lew's Garage
http://www.lews-garage.org/unfolding-the-5-cube-with-grep-notation
You're in the shop. Skip to primary content. Skip to secondary content. Unfolding the 5-cube with grep notation. April 18, 2015. Maybe somebody’s already done this, but not as far as I know! Article has a link to a 1984 article in the Journal of Recreational Mathematics, Unfolding the Tesseract. It occurred to me that I could generate all the unfoldings by repeatedly applying this pivot operation wherever possible. Thinking of all this, I wrote a program to generate all the unfoldings of the tesseract by...
en.wikipedia.org
Tesseract - Wikipedia, the free encyclopedia
https://en.wikipedia.org/wiki/Tesseract
From Wikipedia, the free encyclopedia. For other uses, see Tesseract (disambiguation). 4,3,2} or {4,3} { }. 4,2,4} or {4} {4}. 4,2,2} or {4} { } { }. 2,2,2} or { } { } { } { }. 8 ( 44.4. Analog of the cube. The tesseract is to the cube as the cube is to the square. Just as the surface of the cube consists of six square faces. The hypersurface of the tesseract consists of eight cubical cells. The tesseract is one of the six convex regular 4-polytopes. The tesseract is also called an 8-cell. It can be name...
en.wikipedia.org
Tesseract - Wikipedia, the free encyclopedia
https://en.wikipedia.org/wiki/Tessaract
From Wikipedia, the free encyclopedia. For other uses, see Tesseract (disambiguation). 4,3,2} or {4,3} { }. 4,2,4} or {4} {4}. 4,2,2} or {4} { } { }. 2,2,2} or { } { } { } { }. 8 ( 44.4. Analog of the cube. The tesseract is to the cube as the cube is to the square. Just as the surface of the cube consists of six square faces. The hypersurface of the tesseract consists of eight cubical cells. The tesseract is one of the six convex regular 4-polytopes. The tesseract is also called an 8-cell. It can be name...
apperceptual.com
Mathematics - Peter D. Turney
http://www.apperceptual.com/mathematics
Peter D. Turney. Turney, P.D. (2007), Empirical Evaluation of Four Tensor Decomposition Algorithms. National Research Council, Institute for Information Technology, Technical Report ERB-1152. Turney, P.D. (1986), Laws of form and finite automata. International Journal of General Systems. 12 (4), September, pp. 307-318. Turney, P.D. (1984), Unfolding the tesseract. Journal of Recreational Mathematics. 17 (1), November, pp. 1-16.
apperceptual.com
All Publications - Peter D. Turney
http://www.apperceptual.com/all-publications
Peter D. Turney. Turney, P.D. (2006), Method and apparatus for automatically identifying keywords within a document. Canadian Patent 2,236,623. Turney, P.D. (2002), Method and apparatus for automatically identifying keywords within a document. United States Patent 6,470,307. Turney, P.D., and Mohammad, S.M. (2015), Experiments with three approaches to recognizing lexical entailment. 21 (3), 437-476. Journal of the Association for Information Science and Technology (JASIST). 66 (2), 408-427. Turney, P....
nova.apperceptual.com
Mathematics - Peter D. Turney
http://nova.apperceptual.com/mathematics
Peter D. Turney. Turney, P.D. (2007), Empirical Evaluation of Four Tensor Decomposition Algorithms. National Research Council, Institute for Information Technology, Technical Report ERB-1152. Turney, P.D. (1986), Laws of form and finite automata. International Journal of General Systems. 12 (4), September, pp. 307-318. Turney, P.D. (1984), Unfolding the tesseract. Journal of Recreational Mathematics. 17 (1), November, pp. 1-16.
