New polyhedra – Part 3
Sten Andersson
Abstract
Sten Andersson
Abstract
Abstract We describe generalized polyhedra of icosahedron type with analytic mathematics (exponential summation method) using the ordinary (Platon and Archimedes) polyhedra and their interpenetrations (mixed polyhedra). To this we add the Hardy devation for enhancing the topology within each structure type. The findings are compared with the structures of some viruses.
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Abstract We describe generalized polyhedra of icosahedron type with analytic mathematics (exponential summation method) using the ordinary (Platon and Archimedes) polyhedra and their interpenetrations (mixed polyhedra). To this we add the Hardy devation for enhancing the topology within each structure type. The findings are compared with the structures of some viruses.
Key concepts: Polyhedron, Type (biology), Mathematics, Topology (electrical circuits), Pure mathematics, Combinatorics, Geology, Paleontology