A generalized notion of quotient for fin
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G.L. O'brien
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Article
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1981
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Elsevier Science
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English
β 271 KB
A finite Abelian group G is partitioned into subsets which are translations of each othtr. A binary operation is defined on these sets in a way which generalizes the quotient group operation. Every finite Abelian group can be realized as such a generalized quotient with G cyclic.