abelian group वाक्य
उदाहरण वाक्य
मोबाइल
- The first two properties make a bilinear map of the abelian group.
- This gave a finite abelian group, as was recognised at the time.
- In principle, multiplicative quantum numbers can be defined for any abelian group.
- Abelian groups of rank greater than 1 are sources of interesting examples.
- This includes kernels for homomorphisms between abelian groups as a special case.
- Rank of an abelian group is analogous to the order is finite.
- There are five abelian groups corresponding to the five partitions of 4.
- From the category of topological spaces to the category of abelian groups.
- The functor which maps a ring to its underlying additive abelian group.
- Free abelian groups have properties which make them similar to vector spaces.
- The number of independent generators is the rank of an abelian group.
- For abelian groups, left cosets and right cosets are always the same.
- This thesis set the road for his contributions on abelian groups.
- Important technical tools used in classification of infinite abelian groups are basic subgroups.
- This is a key step in the classification of finitely generated abelian groups.
- Consider the category " D " of homomorphisms of abelian groups.
- The quaternion group is the smallest example of nilpotent non-abelian group.
- This construction makes simplicial homology a functor from simplicial complexes to abelian groups.
- Let and be the complex Abelian groups formed by the symmetries and respectively.
- By contrast, classification of general infinitely generated abelian groups is far from complete.
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