Small connected quandles
It is the purpose of this note to classify connected quandles up to order 14, and in particular to show that there is no connected quandle of order 14.
math.GR↗
arXiv subjects
Publications and source records attributed to F. J. B. J. Clauwens.
It is the purpose of this note to classify connected quandles up to order 14, and in particular to show that there is no connected quandle of order 14.
We refine the invariant on $K_2(A[C_{p_e}]/I_m,(T-1))$ constructed in a previous paper to one which is an isomorphism for all $λ$-rings $A$.
In this paper we describe methods for computing rack and quandle cohomology. We illustrate these methods by completely determining the cohomology of prime dihedral quandles.