quotient group उदाहरण वाक्य
उदाहरण वाक्य
- The coset serves as the identity in this group, and the inverse of " gN " in the quotient group is.
- In linear algebra, a quotient space is a vector space formed by taking a quotient group where the quotient homomorphism is a linear map.
- Why do quotient groups and quotient categories ( both have an algebraic nature ) differ from from quotient space ( which is not algebraic )?
- The commutator subgroup is important because it is the smallest normal subgroup such that the quotient group of the original group by this subgroup is abelian.
- Likewise, given any discrete normal subgroup of a Lie group the quotient group is a Lie group and the quotient map is a covering homomorphism.
- The rotations by 180? together with the identity, form a normal subgroup of type Dih 2, with quotient group of type Z 3.
- Since the even subgroup is normal, it is the direct product, but only a semidirect product, of the even subgroup and the quotient group.
- By extension, in abstract algebra, the term quotient space may be used for quotient modules, quotient rings, quotient groups, or any quotient algebra.
- The free product with amalgamation of " G " and " H ", with respect to ? and ?, is the quotient group
- Students involved in multiple-component reading intervention programs show significant improvement, and students in different socioeconomic, racial, and intellectual quotient groups make equivalent gains.