Acronym | 4{3}4 |
Name | complex 4-edged 4-edges-incident triangle |
The incidence matrix of the real encasing polytope is
The incidence matrix of the complex polytope thus is
24 | 4 ---+--- 4 | 24
Generators
R0 = / i 0 \ , R1 = (1/2) * / 1+i -1-i \ \ 0 -i / \ 1+i 1+i / R04 = 1 (permutes the vertices of inscribed hex and tes separately) R14 = 1 (mixes up these sets) R0 * R1 * R0 * R1 = R1 * R0 * R1 * R0 (...) ???
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