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Branching of the W(H4) Polytopes and Their Dual Polytopes under the Coxeter Groups W(A4) and W(H3) Represented by Quaternions
Mehmet Koca, Nazife Ozdes Koca, Mudhahir Al-Ajmi
4-dimensional H4 polytopes and their dual polytopes have been constructed as the orbits of the Coxeter-Weyl group W(H4) where the group elements and the vertices of the polytopes a…
Snub 24-Cell Derived from the Coxeter-Weyl Group W(D4)
Mehmet Koca, Nazife Ozdes Koca, Muataz Al-Barwani
Snub 24-cell is the unique uniform chiral polytope in four dimensions consisting of 24 icosahedral and 120 tetrahedral cells. The vertices of the 4-dimensional semi-regular polytop…
4D-Polytopes and Their Dual Polytopes of the Coxeter Group Represented by Quaternions
Mehmet Koca, Nazife Ozdes Koca, Mudhahir Al-Ajmi
4-dimensional polytopes and their dual polytopes have been constructed as the orbits of the Coxeter-Weyl group where the group elements and the vertices of the p…