The New Encyclopędia Britannica: L-ZEncyclopędia Britannica, 1992 - 32 pages |
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Page 277
L-Z. Infinite Abelian groups Mathieu groups Matrices Lie groups Jordan- Hölder theorem ( 234. f ( x ) has n roots u1 ... group G the order of which turns out to be exactly the number m defined above . G is called the group of the field K ...
L-Z. Infinite Abelian groups Mathieu groups Matrices Lie groups Jordan- Hölder theorem ( 234. f ( x ) has n roots u1 ... group G the order of which turns out to be exactly the number m defined above . G is called the group of the field K ...
Page 298
... Abelian groups and their homomorphisms ) , by associating with ev- ery Abelian group A the Abelian group FA = A ,. Now A , is a subgroup of A. Thus there is always an embedding i̟ of A , in A. It is easy to see that i is a natural ...
... Abelian groups and their homomorphisms ) , by associating with ev- ery Abelian group A the Abelian group FA = A ,. Now A , is a subgroup of A. Thus there is always an embedding i̟ of A , in A. It is easy to see that i is a natural ...
Page 303
... Abelian group to be calculated , or , at least , about which information is sought . The relation of E ‰ to this group is frequently that of the graded group associ- ated to a filtration of that group . A filtration ( strictly , an ...
... Abelian group to be calculated , or , at least , about which information is sought . The relation of E ‰ to this group is frequently that of the graded group associ- ated to a filtration of that group . A filtration ( strictly , an ...
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