Searching for "On Davenport's Constant." – sorted by Relevance.
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Davenport constant with weights and some related questions
- INTEGERS: ELECTRONIC JOURNAL OF COMBINATORIAL NUMBER THEORY 6 (2006), #A30 DAVENPORT CONSTANT
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On the asymptotic behavior of unions of sets of lengths in atomic monoids
- integers R where D(G) represents Davenport’s constant of the ideal class group G of R (the Davenport
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On zero-sum subsequences in finite abelian groups
- ,wesetr=nr=1. i=1 G ∼ = Cn1 ⊕···⊕Cnr. Let D(G) denote Davenport’s constant, which is defined
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Zero-sum problems in finite abelian groups and affine caps
- usual, D(G) denotes the Davenport constant of G; see Definition 2.1 and the subsequent remarks). THEOREM
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Recent progress in graph pebbling
- Carmichael numbers. Much of the recent study has involved finding Davenport’s constant D(G), defined
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Zero-sum sets of prescribed size
- . ✷ 2.4 Davenport’s constant and group rings For a finite abelian group G, define its Davenport’s
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Minimal zero sequences of finite cyclic groups
- (G). The maximum k for which MZS(G, k) is nonempty is the well-known Davenport constant of G. Notice that Aut
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Non-canonical extensions of Erdős-Ginzburg-Ziv theorem
- the Davenport Constant), which is the least positive integer such that given any sequence S in G of length ℓ
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