“…In greater detail, for any BIVRFTAB instance, either square or non-square, there is a binary relationship R: A ⇒ B ⊆ A × B that guides the interpretation process, where “correct” binary entry-pair cells of the 2-fold Cartesian product A × B are equal to 1 and located either off-diagonal (scattered) or on-diagonal, if a main diagonal exists when the BIVRFTAB is square. When a BIVRFTAB is estimated from a geospatial population with or without sampling, it is called overlapping area matrix (OAMTRX) (Baraldi et al, 2014; Baraldi, Bruzzone, & Blonda, 2005; Baraldi et al, 2006; Beauchemin & Thomson, 1997; Lunetta & Elvidge, 1999; Ortiz & Oliver, 2006; Pontius & Connors, 2006). When the binary relationship R: A ⇒ B is a bijective function (both 1–1 and onto), i.e., when the two categorical variables A and B estimated from a single population coincide, then the BIVRFTAB instantiation is square and sorted; it is typically called confusion matrix (CMTRX) or error matrix (Congalton & Green, 1999; Lunetta & Elvidge, 1999; Pontius & Millones, 2011; Stehman & Czaplewski, 1998).…”