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A Guide to Groups, Rings, and Fields - Cambridge University …
Introduction to Groups, Rings and Fields - Academia.edu
WEBGroups, Rings and Fields 39 7.3 Powers of group elements. Let (G; ⋆) be a group (finite or infinite). In the same way as for a permutation, we can define integer powers of an element g ∈ G as follows: for k ∈ Z, id if k = …
Abstract Algebra: Theory and Applications - Open Textbook Library
A Guide to Groups, Rings, and Fields on JSTOR
Groups, Rings and Fields - SpringerLink