  Formal Concept Analysis (FCA) provides a method called attribute exploration
which helps a domain expert discover structural dependencies in knowledge
domains that can be represented by a formal context (a cross table of objects
and attributes). Triadic Concept Analysis is an extension of FCA that
incorporates the notion of conditions. Many extensions and variants of
attribute exploration have been studied but only few attempts at incorporating
multiple experts have been made. In this paper we present triadic exploration
based on Triadic Concept Analysis to explore conditional attribute implications
in a triadic domain. We then adapt this approach to formulate attribute
exploration with multiple experts that have different views on a domain.
