symmetryspace.blogspot.com

Symmetry Space

A space for occasional comments on symmetry, tessellations, Platonic solids, Borromean rings, Islamic art and related topics. Tuesday, July 27, 2010. Squares as sums of cubes. It was in " Gamma: Exploring Euler's Constant. By Julian Havel that I came across the fact, which I had not known previously, that the sum of the cubes of the first n numbers is equivalent to the square of their sum. (The series is 1, 9, 36, 100, 225, 441 .). Wikipedia refers to the basic statement that the sum of cubes of the firs...

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Symmetry Space | symmetryspace.blogspot.com Reviews

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A space for occasional comments on symmetry, tessellations, Platonic solids, Borromean rings, Islamic art and related topics. Tuesday, July 27, 2010. Squares as sums of cubes. It was in Gamma: Exploring Euler's Constant. By Julian Havel that I came across the fact, which I had not known previously, that the sum of the cubes of the first n numbers is equivalent to the square of their sum. (The series is 1, 9, 36, 100, 225, 441 .). Wikipedia refers to the basic statement that the sum of cubes of the firs...

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7 the torquato jiao conjecture

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9 solids

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Symmetry Space | symmetryspace.blogspot.com Reviews

https://symmetryspace.blogspot.com

A space for occasional comments on symmetry, tessellations, Platonic solids, Borromean rings, Islamic art and related topics. Tuesday, July 27, 2010. Squares as sums of cubes. It was in " Gamma: Exploring Euler's Constant. By Julian Havel that I came across the fact, which I had not known previously, that the sum of the cubes of the first n numbers is equivalent to the square of their sum. (The series is 1, 9, 36, 100, 225, 441 .). Wikipedia refers to the basic statement that the sum of cubes of the firs...

INTERNAL PAGES

symmetryspace.blogspot.com

1

Symmetry Space: The Torquato-Jiao conjecture

http://symmetryspace.blogspot.com/2009/08/torquato-jiao-conjecture.html

A space for occasional comments on symmetry, tessellations, Platonic solids, Borromean rings, Islamic art and related topics. Sunday, August 23, 2009. This is the best. This figure (which is a corrected version of Fig. 1 from the Torquato and Jiao paper) shows the five Platonic. Subscribe to: Post Comments (Atom). View my complete profile.

2

Symmetry Space: September 2008

http://symmetryspace.blogspot.com/2008_09_01_archive.html

A space for occasional comments on symmetry, tessellations, Platonic solids, Borromean rings, Islamic art and related topics. Saturday, September 6, 2008. The dual of buckeminsterfullerene and other thoughts about polyhedra. I've been thinking about polyhedra, and I have to thank those who wrote the Wikipedia article Polyhedron. For giving me more to think about. The pentakis dodecahedron. Technically, this is a Catalan solid. The Catalan solids are the duals of the Archimedean solids. 3) A soccer ball.

3

Symmetry Space: Squares as sums of cubes

http://symmetryspace.blogspot.com/2010/07/squares-as-sums-of-cubes.html

A space for occasional comments on symmetry, tessellations, Platonic solids, Borromean rings, Islamic art and related topics. Tuesday, July 27, 2010. Squares as sums of cubes. It was in " Gamma: Exploring Euler's Constant. By Julian Havel that I came across the fact, which I had not known previously, that the sum of the cubes of the first n numbers is equivalent to the square of their sum. (The series is 1, 9, 36, 100, 225, 441 .). Wikipedia refers to the basic statement that the sum of cubes of the firs...

4

Symmetry Space: August 2009

http://symmetryspace.blogspot.com/2009_08_01_archive.html

A space for occasional comments on symmetry, tessellations, Platonic solids, Borromean rings, Islamic art and related topics. Sunday, August 23, 2009. This is the best. This figure (which is a corrected version of Fig. 1 from the Torquato and Jiao paper) shows the five Platonic. Subscribe to: Posts (Atom). View my complete profile.

5

Symmetry Space: July 2010

http://symmetryspace.blogspot.com/2010_07_01_archive.html

A space for occasional comments on symmetry, tessellations, Platonic solids, Borromean rings, Islamic art and related topics. Tuesday, July 27, 2010. Squares as sums of cubes. It was in " Gamma: Exploring Euler's Constant. By Julian Havel that I came across the fact, which I had not known previously, that the sum of the cubes of the first n numbers is equivalent to the square of their sum. (The series is 1, 9, 36, 100, 225, 441 .). Wikipedia refers to the basic statement that the sum of cubes of the firs...

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A space for occasional comments on symmetry, tessellations, Platonic solids, Borromean rings, Islamic art and related topics. Tuesday, July 27, 2010. Squares as sums of cubes. It was in " Gamma: Exploring Euler's Constant. By Julian Havel that I came across the fact, which I had not known previously, that the sum of the cubes of the first n numbers is equivalent to the square of their sum. (The series is 1, 9, 36, 100, 225, 441 .). Wikipedia refers to the basic statement that the sum of cubes of the firs...

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