94 citations · 129 across the 11 of their papers we have counts for
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Quasi Regular Polyhedra and Their Duals with Coxeter Symmetries Represented by Quaternions II
Mehmet Koca, Mudhahir Al Ajmi, Saleh Al- Shidhani
In this paper we construct the quasi regular polyhedra and their duals which are the generalizations of the Archimedean and Catalan solids respectively. This work is an extension o…
Quasi Regular Polyhedra and Their Duals with Coxeter Symmetries Represented by Quaternions I
Mehmet Koca, Nazife Ozdes Koca, Ramazan Koc
In two series of papers we construct quasi regular polyhedra and their duals which are similar to the Catalan solids. The group elements as well as the vertices of the polyhedra ar…
Grand Antiprism and Quaternions
Mehmet Koca, Mudhahir Al-Ajmi, Nazife Ozdes Koca
Vertices of the 4-dimensional semi-regular polytope, the \textit{grand antiprism} and its symmetry group of order 400 are represented in terms of quaternions with unit norm. It fol…