Linked from

The 16 pages that link to Coset, each with the reason it gives.

• Group theoryBroader topic: Cosets organize a group into equal-sized pieces around a subgroup.

• GroupBroader topic: Cosets partition a group and underpin the construction of quotient groups.

• Quotient groupBroader topic: Each element of the quotient group is a coset of the subgroup.

• Lagrange's theoremBroader topic: Every left coset has the subgroup’s size, producing the equal-sized partition behind the theorem.

• Quotient spaceBroader topic: Each element of the quotient is one coset v + W.

• Equivalence classBroader topic: Cosets are equivalence classes under the relation defined by subgroup membership of a quotient.