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Description
Straight from wikipedia: "The Symmetric Group on a finite set of n symbols is the group whose elements are all the permutations of the n
symbols"
This is the HUGE symmetric group on a set of 7 elements.
The multiplication was computed using a python script (that took 5.6 hours) and then rendered with Processing 2 (~2 min).
I've rendered different versions of this one with different shades, I'll upload them if I get the time...
(btw download the original file for greater resolution or zoom it up here gigapan.com/gigapans/135339)
symbols"
This is the HUGE symmetric group on a set of 7 elements.
The multiplication was computed using a python script (that took 5.6 hours) and then rendered with Processing 2 (~2 min).
I've rendered different versions of this one with different shades, I'll upload them if I get the time...
(btw download the original file for greater resolution or zoom it up here gigapan.com/gigapans/135339)
Image size
5041x5041px 22.02 MB
© 2013 - 2024 hektor41
Comments4
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Can you explain the picture a bit more? I would like to know.
I understand that indeed this group is huge, and except for the white I see 7 color intervals in every row and column, but other than that, I don't really get what you did here.
I understand that indeed this group is huge, and except for the white I see 7 color intervals in every row and column, but other than that, I don't really get what you did here.