Let G be a finite Abelian group of order |G | = n, and let S = g1 ·... · gn−1 be a sequence over G such that all nonempty zero-sum subsequences of S have the same length. In this paper, we completely determine the structure of these sequences
AbstractD. Kleitman and P. Lemke set the following conjecture: any sequence S of |G| elements of a f...
AbstractA conjecture of Gao and Leader, recently proved by Sun, states that if X=(xi)i=1n is a seque...
AbstractLet G be a finite abelian group, and let S be a sequence of elements in G. Let f(S) denote t...
AbstractAn old conjecture of Graham stated that if n is a prime and S is a sequence of n terms from ...
Let G be a finite additive abelian group. For a positive integer k, let s ≤ k(G) denote the smallest...
An old conjecture of Graham stated that if n is a prime and S is a sequence of n terms from the cycl...
Abstract. An old conjecture of Graham stated that if n is a prime and S is a sequence of n terms fro...
Let G be a finite abelian group of exponent n. In this paper we investigate the structure of the max...
Let G be a finite abelian group of exponent n. In this paper we investigate the structure of the max...
AbstractD. Kleitman and P. Lemke set the following conjecture: any sequence S of |G| elements of a f...
International audienceLet $(G,+)$ be a finite abelian group. Then, $\so(G)$ and $\eta(G)$ denote the...
International audienceLet $(G,+)$ be a finite abelian group. Then, $\so(G)$ and $\eta(G)$ denote the...
Let G be a finite abelian group and k ∈ N with $k\not | exp(G)$. Then Ek(G) denotes the smallest in...
Abstract. For a finite abelian group G and a positive integer d, let sdN(G) denote the smallest inte...
AbstractLet G be a finite abelian group (written additively), and let D(G) denote the Davenport’s co...
AbstractD. Kleitman and P. Lemke set the following conjecture: any sequence S of |G| elements of a f...
AbstractA conjecture of Gao and Leader, recently proved by Sun, states that if X=(xi)i=1n is a seque...
AbstractLet G be a finite abelian group, and let S be a sequence of elements in G. Let f(S) denote t...
AbstractAn old conjecture of Graham stated that if n is a prime and S is a sequence of n terms from ...
Let G be a finite additive abelian group. For a positive integer k, let s ≤ k(G) denote the smallest...
An old conjecture of Graham stated that if n is a prime and S is a sequence of n terms from the cycl...
Abstract. An old conjecture of Graham stated that if n is a prime and S is a sequence of n terms fro...
Let G be a finite abelian group of exponent n. In this paper we investigate the structure of the max...
Let G be a finite abelian group of exponent n. In this paper we investigate the structure of the max...
AbstractD. Kleitman and P. Lemke set the following conjecture: any sequence S of |G| elements of a f...
International audienceLet $(G,+)$ be a finite abelian group. Then, $\so(G)$ and $\eta(G)$ denote the...
International audienceLet $(G,+)$ be a finite abelian group. Then, $\so(G)$ and $\eta(G)$ denote the...
Let G be a finite abelian group and k ∈ N with $k\not | exp(G)$. Then Ek(G) denotes the smallest in...
Abstract. For a finite abelian group G and a positive integer d, let sdN(G) denote the smallest inte...
AbstractLet G be a finite abelian group (written additively), and let D(G) denote the Davenport’s co...
AbstractD. Kleitman and P. Lemke set the following conjecture: any sequence S of |G| elements of a f...
AbstractA conjecture of Gao and Leader, recently proved by Sun, states that if X=(xi)i=1n is a seque...
AbstractLet G be a finite abelian group, and let S be a sequence of elements in G. Let f(S) denote t...