Nonspecificity in R-n
Open problems posed by Klir and Wierman (1998) for a nonspecificity measure are solved; the measure is proven additive, and its extension to nonconvex sets given. Several different proofs of additivity are given, to suggest certain techniques of wider applicability in system problems and to motivate further research possibilities. A study is initiated to refine nonspecificity separately to each dimension kless than or equal ton for the bodies residing in R-n.
euclidean nonspecificity cartesian additivity measures of specificity measures of uncertainty