Minimal zero-sequences and the strong Davenport constant
S. C. Chapman, Smith, William, Michael Freeze · Carolina Digital Repository (University of North Carolina at Chapel Hill) · 2021
Let G be a finite Abelian group and the set of minimal zero-sequences on G. If and , then set if there exists an automorphism ϕ of G such that . Let represent the equivalence class of under ∼. In this paper, we consider problems related to the size of an equivalence class of sequences in and also examine a stronger form of the Davenport constant of G.