‎three infinite families of finite abelian groups will be‎ ‎described such that each member of these families has‎ ‎the r'edei $k$-property for many non-trivial values of $k$‎.

‎three infinite families of finite abelian groups will be‎ ‎described such that each member of these families has‎ ‎the r'edei $k$-property for many non-trivial values of $k$‎.

the occurrence of genotype × environment (ge) interaction has led to the development of several stabilityparameters that can be used to estimate the stability of cultivar performance. repeatability of 20 parametric and non-parametric stability measures across years and yield subsets as well as their association with mean seed yield and interrelationship among them in safflower (carthamus tincto...

Recent papers of the authors have completely described hyperbolic actions several families classically studied solvable groups. A key tool for these investigations is machinery confining subsets Caprace, Cornulier, Monod, and Tessera, which applies, in particular, to groups with virtually cyclic abelianizations. In this paper, we extend give a correspondence between certain higher rank abeliani...

The problem of combining many rank orderings of the same set of candidates, also known as the rank aggregation problem, has been intensively investigated in the context of Web (e.g meta-search) databases (e.g combining results from multiple databases), statistics (e.g. correlations), and last but not least sports and elections competitions. In this paper we investigate the use of rank aggregati...

For a finite rank one simple Lie-type group acting 2-transitively on set Ω and k∈ℕ we derive formulae for the number of G-orbits all k-subsets Ω.