Thousands of websites on polyhedra can be found out by searching in Google with keywords "Platonic polyhedra" or "Archimedean polyhedra".
    This work demonstrates an enumeration of a polyhedral subset. A polyhedron is belong to the subset if all its vertex is constituted or surrounded by same combination of regular polygons, while the permutation of polygons is not concerned.
    For example, for the polyhedron [3.3.4.4..2] in subset, its vertex is constituted by 1 combination of (3,3,4,4), but 2 permutation, (3,3,4,4) and (3,4,3,4).

    Our next work is to enumerate all possible convex polyhedra constructed by regular polygons. If you are interest in it, please contact us.