Regular-shaped faces in solids with cubic symmetry derived from truncation processes by rhomb-dodecahedron or cube
The compound of three octahedra and a remarkable compound of three square dipyramids, the Escher's solid
Dissection of the Rhomb-icosidodecahedron in Elementary Regular-faced Polyhedra and Subsequent Reassembly Leading to a Set of Johnson's Polyhedra
Review of the alternative choices concerning face colouring of all the regular convex polyhedra and a pair of Catalan polyhedra, the rhombic dodecahedron and the rhombic triacontahedron
Generation of an icosahedron by the intersection of five tetrahedra: geometrical and crystallographic features of the intermediate polyhedra
Collection of the couples of archetypal compound forms which are different in the 2 3 5 and m 3 5 icosahedral point groups
Vertex- and edge-truncation of the Platonic and Archimedean solids leading to vertex-transitive polyhedra
Occurrence of square faces in composite forms relative to icosahedral and cubic point groups
Regular-shaped faces deriving from the truncation of solids with icosahedral symmetry by a rhomb-triacontahedron
Collection of Forms Resulting from All the Combinations of the Platonic and Catalan Polyhedra Which Characterize the m35 Icosahedral Point Group
Platonic and Catalan Polyhedra as Archetypes of Forms Belonging to the Cubic and Icosahedral Systems
What Became of the Controversial Fourteenth Archimedean Solid, the Pseudo Rhomb-Cuboctahedron
Description of the Forms Belonging to the 235 and m35 Icosahedral Point Groups Starting from the Pairs of Dual Polyhedra: Icosahedron-Dodecahedron and Archimedean Polyhedra-Catalan Polyhedra
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