L. Marchan

most citedRepresentation of Finite Abelian Group Elements by Subsequence Sums

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math.NT2008★ 3 cited

Representation of Finite Abelian Group Elements by Subsequence Sums

D. J. Grynkiewicz, E. Marchan, O. Ordaz

Let $G ≅ C_{n_{1}} \oplus ... \oplus C_{n_{r}}$ be a finite and nontrivial abelian group with $n_{1} ∣ n_{2} ∣...∣ n_{r}$ . A conjecture of Hamidoune says that if $W = w_{1} ... w_{n}$ is a sequence o…