Title: Measuring inconsistency with many-valued logics
Abstract: We present a general scheme for inconsistency measurement that generalizes previously proposed approaches based on many-valued logics. We also develop novel instantiations of this schema based on fuzzy logic and investigate their compliance with several rationality postulates for inconsistency measurement, their expressivity, and their computational complexity. • We propose a general scheme for inconsistency measurement that subsumes many measures based on many-valued logics. • We present a family of inconsistency measures based on fuzzy logic that instantiates this general schema. • We investigate the properties of the measures based on fuzzy logic in terms of different dimensions.