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Description
English: Rank 3 Compact Dynkin Diagrams (1-5 of 238) enumerated at [1]

This is constructed interactively using the mouse GUI (or manually through keyboard entry of the node / line tables) from the Mathematica notebook ToE_Demonstration.nb found on theoryofeverything.org/MyToE.

The Lie group names are calculated based on the Dynkin topology. The geometric permutation names are calculated (to rank 8) based on the binary pattern of empty and filled nodes. The node and line colors can be used as indicators in Coxeter projections and/or Hasse diagrams.
Date
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Author Jgmoxness

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inception

28 July 2013

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Date/TimeThumbnailDimensionsUserComment
current21:12, 3 August 2013Thumbnail for version as of 21:12, 3 August 20131,200 × 270 (76 KB)Jgmoxnessagain
21:05, 3 August 2013Thumbnail for version as of 21:05, 3 August 20131,200 × 270 (66 KB)Jgmoxnessaffine from the left and better edges
04:10, 29 July 2013Thumbnail for version as of 04:10, 29 July 20131,200 × 270 (58 KB)Jgmoxnessshift text
01:19, 29 July 2013Thumbnail for version as of 01:19, 29 July 20131,200 × 270 (58 KB)Jgmoxnesseliminate parent node fill and fix diagram references
21:49, 28 July 2013Thumbnail for version as of 21:49, 28 July 20131,200 × 270 (58 KB)Jgmoxnessremove fill on #3 nodes
21:41, 28 July 2013Thumbnail for version as of 21:41, 28 July 20131,200 × 270 (58 KB)Jgmoxnessshift text
21:40, 28 July 2013Thumbnail for version as of 21:40, 28 July 20131,200 × 270 (58 KB)Jgmoxnessbetter description
21:35, 28 July 2013Thumbnail for version as of 21:35, 28 July 20131,200 × 270 (58 KB)Jgmoxnessagain
21:34, 28 July 2013Thumbnail for version as of 21:34, 28 July 20131,200 × 270 (58 KB)Jgmoxnessagain
21:32, 28 July 2013Thumbnail for version as of 21:32, 28 July 20131,200 × 270 (58 KB)Jgmoxnessfix text
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