The Klein four-group is the abelian group with three nonidentity elements, all of order two.
Ancestors (6)
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- 2-modular defect groups of A5
- Cube symmetry action on edges
- Cubic rational-map ansatz for four Skyrmions
- Cubic resolvent of a quartic
- Monodromy group of z squared plus z to the minus two
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- Three-dimensional irreducible representation of the alternating group on four letters
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