On zero-sum subsequences in finite Abelian groups (Q2701755)
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scientific article
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | On zero-sum subsequences in finite Abelian groups |
scientific article |
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19 February 2001
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subsequence sums
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finite Abelian groups
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On zero-sum subsequences in finite Abelian groups (English)
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Let \(G\) be an Abelian \(p\)-group and let \(k\) be an integer such that \(\gcd(p,k)=1\). The author evaluates the smallest integer \(l\) such that every sequence in \(G\) with length \(l\) contains a subsequence \(T\) with sum \(=0\) and length \(\not\equiv 0\bmod k\).
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