The
Klein group is a
mathematical group defined by consisting of 4 elements each of one, but the identity, has order 2. It is abelian, and isomorphic to
C2 ×
C2, the
direct product of two copies of the [cyclic group]
? of order 2.
It has the following multiplication table:
o | I | a | b | ab |
I | I | a | b | ab |
a | a | I | ab | b |
b | b | ab | I | a |
ab | ab | b | a | I |