• Bookmarks

    Bookmarks

  • Concepts

    Concepts

  • Activity

    Activity

  • Courses

    Courses


A conjugacy class in group theory is a set of elements in a group that are related to each other by conjugation, meaning each element is a 'version' of another obtained by an inner automorphism. These classes partition a group and are fundamental in understanding the group's structure and representations, as they correspond to the orbits of the group action on itself by conjugation.
History Empty State Icon

Log in to see lessons

3