Copyright (c) 2003-2004 James B. Wilson | Show Frames | Hide Frames
Tiny Group Library
This is a list of groups of tiny orders whose lattices have been rendered. Some of the larger orders have 3-D models of their lattices. For convenience the groups are indexed in three different ways: first by order, next by classification, and finaly by families. The lists are generally incomplete and as time permits they are updated.Indexed by:
Presently All groups from order 1-28
Groups of order p, p^2, pq, and p^3.
[PENDING: p^2 q, pqr]
Cyclic, Abelian, Dihedral, Quaternion, Symmetric
[PENDING: Lie Groups, Extraspecial]
There are very few classes of groups whose subgroup lattices can be drawn as planar graphs. Here is the class of groups which are -- a proof that the list is complete is lacking, sorry.
View the classification of Planar Groups