Template:Coxeter–Dynkin diagram

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Usage

This template is used to display Coxeter–Dynkin diagrams (CDDs).

To use the template, list the parts of the diagram from left to right, separated by vertical-bar (pipe) characters (" | "). For example:

{{CDD|node|3|node}}   produces   

{{CDD|label6|branch|3ab|branch|label4}}   produces   

{{CDD|nodea|3a|nodea|3a|branch|3a|nodea|3a|nodea|3a|nodea|3a|nodea|3a|nodea|3a|nodea|4a|nodea}}   produces   

The parts available are as follows:
0 → 20 → 5a name diagram 0x 10 10a 11 11a 12 12a 13 14 15 16 17 18 19 1x 2 20 2ax 2c 2x 3-4 3-5 3-6 3 3a 3a4b 3a5b 3a6b 3ab 3abc 3ax 3b 3x 4-3 4-4 4-5 4-6 4 4a 4a3b 4a4b 4a5b 4a6b 5-2 5-3 5-4 5-5 5-6 5 5a 5a3b 5a4b 5a5b 5a6b	6 → branch → infin name diagram 6-4 6-5 6-6 6 6a 6a6b 7 7a 8 8a 9 9a branch_01 branch_01l branch_01lr branch_01r branch_10 branch_10l branch_10lr branch_10r branch_11 branch_c0-1 branch_c1 branch_c10 branch_c2 branch_c3 branch_c4 branch_c5 branch_c6 branch_c7 branch_c8 branch_c9 branch branch3_01 branch3_10 branch3_11 branch3_c1 branch3 branch4_11 branch4 branchbranch d2 d3 d4 d5 d7 dq h iaib infin	label → nodea name diagram label2 label3-2 label4 label4b label5-2 label5-3 label5-4 label5 label6 labelp labelq n node_1 node_c1 node_c10 node_c2 node_c3 node_c4 node_c5 node_c6 node_c7 node_c8 node_c9 node_h node_h1 node_n1 node_n2 node_n3 node_n4 node_n5 node_n6 node_n7 node_n8 node_n9 node nodea_1 nodea_c1 nodea_c10 nodea_c2 nodea_c3 nodea_c4 nodea_c5 nodea_c6 nodea_c7 nodea_c8 nodea_c9 nodea_h nodea	nodeab → nodes name diagram nodeab_c1-0 nodeab_c1-2 nodeab_c1 nodeab_c10 nodeab_c2-1 nodeab_c2 nodeab_c3 nodeab_c4 nodeab_c5 nodeab_c6 nodeab_c7 nodeab_c8 nodeab_c9 nodeabc nodeb_1 nodeb_c1 nodeb_c10 nodeb_c2 nodeb_c3 nodeb_c4 nodeb_c5 nodeb_c6 nodeb_c7 nodeb_c8 nodeb_c9 nodeb_h nodeb nodes_01 nodes_01l nodes_01lr nodes_01r nodes_10 nodes_10l nodes_10lr nodes_10lru nodes_10lu nodes_10lur nodes_10r nodes_10ru nodes_11 nodes_h1h1 nodes_hh nodes	p → split → z name diagram p pent pqr q r rat s split1-ii-i split1-pp split1-pq split1-qq split1 split2-43 split2-44 split2-53 split2-55 split2-5p split2-5t split2-p3 split2-t3 split2 split5a split5b split5c splitcross splitsplit1 splitsplit2 splti1-pq star5 t tet u v w x y z

See also

• Template:Dynkin
• Older documentation with more examples at Talk:Coxeter–Dynkin diagram#Graphics element documentation.

Expand

Polyhedron templates:

• {{Polyhedra}}

Tables:

• {{Cupolae}}
• {{Polyhedron operators}}
• {{Reg hyperbolic tiling stat table}}
• {{Reg tiling stat table}}
• {{Uniform hyperbolic tiling stat table}}
• {{Uniform tiling full table}}
• {{Uniform tiling list table}}
• {{Uniform tiling stat table}}

Database:

• {{Even polygon db}}
• {{Prism polyhedra db}}
• {{Reg polyhedra db}}
• {{Semireg dual polyhedra db}}
• {{Semireg polyhedra db}}
• {{Uniform hyperbolic tiles db}}
• {{Uniform polyhedra db}}
• {{Uniform tiles db}}

Info- and navboxes:

• {{Honeycombs}}
• {{Infobox polygon}}
• {{Infobox polyhedron}}
• {{Polyhedron types}}
• {{Tessellation}}

Other:

• {{Coxeter–Dynkin diagram}}
• {{Honeycomb}}

Expand

Tiling templates:

• {{Coxeter–Dynkin diagram}}
• {{Tessellation}}

Tables:

• {{Cantic table}}
• {{Deltoidal table}}
• {{Expanded table}}
• {{Expanded4 table}}
• {{Finite triangular hyperbolic tilings table}}
• {{Hexagonal regular tilings}}
• {{Hexagonal tiling cell tessellations}}
• {{Hexagonal tiling table}}
• {{Hexagonal tiling vertex figure tessellations}}
• {{Infinite triangular hyperbolic tilings table}}
• {{Octagonal regular tilings}}
• {{Omnitruncated symmetric table}}
• {{Omnitruncated table}}
• {{Omnitruncated4 table}}
• {{Order 3-2-2-2 tiling table}}
• {{Order 3-2-3-2 tiling table}}
• {{Order 4-3-3 tiling table}}
• {{Order 4-4 tiling table}} (square)
• {{Order 4-4-3 tiling table}}
• {{Order 4-4-4 tiling table}}
• {{Order 5-3-3 tiling table}}
• {{Order 5-4 tiling table}}
• {{Order 5-4-3 tiling table}}
• {{Order 5-4-4 tiling table}}
• {{Order 5-5 tiling table}}
• {{Order 6-3-3 tiling table}}
• {{Order 6-4 tiling table}}
• {{Order 6-4-3 tiling table}}
• {{Order 6-4-4 tiling table}}
• {{Order 6-5 tiling table}}
• {{Order 6-6 tiling table}}
• {{Order 7-3 tiling table}}
• {{Order 7-4 tiling table}}
• {{Order 7-7 tiling table}}
• {{Order 8-3 tiling table}} (octagonal)
• {{Order 8-4 tiling table}}
• {{Order 8-6 tiling table}}
• {{Order 8-8 tiling table}}
• {{Order i-3 tiling table}}
• {{Order i-3-3 tiling table}}
• {{Order i-4 tiling table}}
• {{Order i-4-3 tiling table}}
• {{Order i-4-4 tiling table}}
• {{Order i-5 tiling table}}
• {{Order i-i tiling table}}
• {{Order i-i-3 tiling table}}
• {{Order i-i-4 tiling table}}
• {{Order i-i-i tiling table}}
• {{Order-3 tiling table}}
• {{Order-4 regular tilings}}
• {{Order-5 regular tilings}}
• {{Order-6 regular tilings}}
• {{Order-7 regular tilings}}
• {{Order-8 regular tilings}}
• {{Quasiregular3 table}}
• {{Quasiregular4 table}}
• {{Quasiregular5 table}}
• {{Quasiregular6 table}}
• {{Quasiregular7 table}}
• {{Quasiregular8 table}}
• {{Regular hyperbolic tiling table}}
• {{Regular pentagonal tiling table}}
• {{Rhombic figure table}}
• {{Snub table}}
• {{Snub4 table}}
• {{Square regular tiling table}}
• {{Square tiling tessellations}}
• {{Square tiling vertex figure tessellations}}
• {{Triangular regular tiling}}
• {{Triangular tiling table}}
• {{Triangular tiling vertex figure tessellations}}
• {{Truncated figure1 table}}
• {{Truncated figure2 table}}
• {{Truncated figure3 table}}
• {{Truncated figure4 table}}

The above documentation is transcluded from Template:Coxeter–Dynkin diagram/doc. (edit | history)
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