Linked from

The 51 pages that link to Group, each with the reason it gives.

• Finite fieldRelated: The nonzero elements of a finite field form a multiplicative group.

• Identity elementRelated: Groups require an identity shared by all elements and their inverses.

• Inverse elementRelated: Groups require every element to have a two-sided inverse.

• Latin squareRelated: Group operation tables give structured examples of Latin squares.