J. Aust. Math. Soc.
81 (2006), 209214  
Elements of minimal breadth in finite
pgroups and Lie algebras
 
 
Abstract  
Let
G
be a finite
pgroup, and let
M(G)
be the subgroup generated by the noncentral
conjugacy classes of
G
of minimal size. We prove that this subgroup has
class at most 3. A similar result is noted for
nilpotent Lie algebras.
 
Download the article in PDF format (size 51 Kb)  
 
