Category:Examples of Group Isomorphisms/Order 6
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This category contains examples of group isomorphisms of order $6$.
Let $\struct {G, \circ}$ and $\struct {H, *}$ be groups.
Let $\phi: G \to H$ be a (group) homomorphism.
Then $\phi$ is a group isomorphism if and only if $\phi$ is a bijection.
Pages in category "Examples of Group Isomorphisms/Order 6"
This category contains only the following page.