multiprogressions

multiprogressions

1. plural of multiprogression
   • 2016, Qinghai Zhong, “Sets of minimal distances and characterizations of class groups of Krull monoids”, in arXiv‎:

     There is a constant ${\displaystyle M\in \mathbb {N} }$ such that all sets of lengths are almost arithmetical multiprogressions with bound ${\displaystyle M}$ and with difference ${\displaystyle d\in \Delta ^{*}(H)}$, where ${\displaystyle \Delta ^{*}(H)}$ denotes the set of minimal distances of ${\displaystyle H}$.