Title: Problem Set 3: Problem 6 Post by: เกียรติศักดิ์ on November 17, 2006, 12:01:49 AM Show that, for an Abelian group, every element is in a class by itself.
Does this class has to be a conjugacy class in particular? I can think of a way to show only if the group has both Abelianness and conjugacy. The former property seems to suggest that the questioner talks about a conjugacy class in this problem. Title: Re: Problem Set 3: Problem 6 Post by: ปิยพงษ์  Head Admin on November 17, 2006, 06:13:37 AM Show that, for an Abelian group, every element is in a class by itself. Does this class has to be a conjugacy class in particular? ... We were talking about conjugacy classes. 8) Title: Re: Problem Set 3: Problem 6 Post by: เกียรติศักดิ์ on November 17, 2006, 10:16:15 AM Thank you. :)
