D. S. Ramana

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A finite abelian group G of order n is said to be of type III if all divisors of n are congruent to 1 modulo 3. We obtain a classification theorem for sum-free subsets of cardinality very " close " to the largest possible in a finite abelian group G of type III. This theorem, when taken together with known results, gives a complete characterisation of(More)
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