Representation of Ordinal Contexts by Ordered n-Quasigroups

In data analysis dependencies between attributes are of central interest. An important question is whether there exist algebraic decriptions of these dependencies. In this paper it is shown that simple ordinal axioms already allow to describe dependencies between ordinal attributes by orderedn-quasigroup operations. This is done with respect tondistinguished attributes. Further questions concerning stronger representations by orderedn-quasigroups are discussed.