Let a be a fixed element of a group G. The centralizer of a in G, C(a), is the set of all elements in G that commute with a. Is the centralizer the inverse of a certain symmetry of an object?
Let a be a fixed element of a group G. The centralizer of a in G, C(a), is the set of all elements in G that commute with a. Is the centralizer the inverse of a certain symmetry of an object?