ABSTRACT
Rona Gurkewitz ([4], [8]) defined a modular system as a family of polyhedra models made from the same module. We ask if all regular (Platonic and Archimedean) polyhedra form a family for a specific edge module. To answer this question we face the problem: Is it possible to assemble all regular polyhedra using only one type of edge module and how do we do this?
