Zero-sum partitions of abelian groups of order 2

HIGHLIGHTS

• who: Sylwia Cichacz et al. from the AGH University of Science and Technology, Krakow, Poland have published the article: Zero-sum partitions of Abelian groups of order 2, in the Preprint: Arxiv of 27/02/2023

SUMMARY

For an Abelian group Γ ~=U × H, given a pair u ∈ U and v ∈ H, the authors will use the notation (u, v) (concatenation of u and v) for the corresponding element of Γ. Analogously, in the context of any subset Z of Γ, the authors will say that {Si }i=1, a partition of Z into zero-sum . . .

 



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