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definition:image_of_a_group_homomorphism
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Image of a Group Homomorphism
Definition
Let be a group homomorphism. The of is the set of elements of that are mapped to by , namely
Remarks
- I would like to use Cryptography to help the students see that the image of a group homomorphism must always be a subgroup of .
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External links
definition/image_of_a_group_homomorphism.txt · Last modified: 2013/08/21 10:03 by joshuawiscons
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