AbstractLet A⊂{1,…,n−1} and let (x1,…,xt)∈Zt be a sequence of integers with a maximal length such that for all (a1,…,at)∈At,∑1≤i≤taixi≢0(modn). The authors show that for any sequence of integers (x1,…,xn+t)∈Zn+t, there are b1,…,bn∈A and 1≤k1<k2<⋯<kn≤n+t such that ∑1≤i≤nbixki≡0(modn)
AbstractLet G be a finite group of order n, and let S=(a1,…,ak) be a sequence of elements in G. We c...
AbstractLet G be a finite (additive written) abelian group of order n. Let w1,…,wn be integers copri...
AbstractWe show that for any finite abelian group G there is a permutation (g1,…,g|G|) of the elemen...
AbstractLet G be a finite abelian group of order n and let A⊆Z be non-empty. Generalizing a well-kno...
AbstractLet S be a sequence over an additively written abelian group. We denote by h(S) the maximum ...
AbstractLet G be a finite abelian group of order n and Davenport constant D(G). Let S=0h(S)∏g∈Ggvg(S...
AbstractRecently the following theorem in combinatorial group theory has been proved: LetGbe a finit...
AbstractLet G be a finite Abelian group and D(G) its Davenport constant, which is defined as the max...
Let G be an abelian group of order m, let S be a sequence of terms from G with k distinct terms, let...
The small Davenport constant ${\mathsf{d}}(G)$ of a finite group $G$ is defined to be the maximal le...
AbstractLet p be a prime number and ℓ be any positive integer. Let G be the cyclic group of order pℓ...
AbstractLet G be a cyclic group of order n, and let S∈F(G) be a zero-sum sequence of length |S|≥2⌊n/...
AbstractLet G be a finite abelian group and let k⩾2 be an integer. A sequence of k elements a1,a2,…,...
AbstractLet G≃Z/k1Z⊕⋯⊕Z/kNZ be a finite abelian group with ki|ki−1(2≤i≤N). For a matrix Y=(ai,j)∈ZR×...
AbstractIn this paper we prove the following result. Let p be a prime, and k a positive integer. Let...
AbstractLet G be a finite group of order n, and let S=(a1,…,ak) be a sequence of elements in G. We c...
AbstractLet G be a finite (additive written) abelian group of order n. Let w1,…,wn be integers copri...
AbstractWe show that for any finite abelian group G there is a permutation (g1,…,g|G|) of the elemen...
AbstractLet G be a finite abelian group of order n and let A⊆Z be non-empty. Generalizing a well-kno...
AbstractLet S be a sequence over an additively written abelian group. We denote by h(S) the maximum ...
AbstractLet G be a finite abelian group of order n and Davenport constant D(G). Let S=0h(S)∏g∈Ggvg(S...
AbstractRecently the following theorem in combinatorial group theory has been proved: LetGbe a finit...
AbstractLet G be a finite Abelian group and D(G) its Davenport constant, which is defined as the max...
Let G be an abelian group of order m, let S be a sequence of terms from G with k distinct terms, let...
The small Davenport constant ${\mathsf{d}}(G)$ of a finite group $G$ is defined to be the maximal le...
AbstractLet p be a prime number and ℓ be any positive integer. Let G be the cyclic group of order pℓ...
AbstractLet G be a cyclic group of order n, and let S∈F(G) be a zero-sum sequence of length |S|≥2⌊n/...
AbstractLet G be a finite abelian group and let k⩾2 be an integer. A sequence of k elements a1,a2,…,...
AbstractLet G≃Z/k1Z⊕⋯⊕Z/kNZ be a finite abelian group with ki|ki−1(2≤i≤N). For a matrix Y=(ai,j)∈ZR×...
AbstractIn this paper we prove the following result. Let p be a prime, and k a positive integer. Let...
AbstractLet G be a finite group of order n, and let S=(a1,…,ak) be a sequence of elements in G. We c...
AbstractLet G be a finite (additive written) abelian group of order n. Let w1,…,wn be integers copri...
AbstractWe show that for any finite abelian group G there is a permutation (g1,…,g|G|) of the elemen...
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