Abstract :
In this paper the following theorem is proved. LetGbe a finite Abelian group of ordern. Then,n+D(G)−1 is the least integermwith the property that for any sequence ofmelementsa1, …, aminG, 0 can be written in the form 0=a1+…+ainwith 1less-than-or-equals, slanti1<…
Journal title :
Journal of Number Theory
Journal title :
Journal of Number Theory