@article {83,
	title = {Computational Complexity and Anytime Algorithm for Inconsistency Measurement},
	journal = {International Journal of Software and Informatics},
	volume = {4},
	year = {2010},
	pages = {3{\textendash}21},
	abstract = {<p class="rtejustify">Measuring inconsistency degrees of inconsistent knowledge bases is an important problem as it provides context information for facilitating inconsistency handling. Many methods have been proposed to solve this problem and a main class of them is based on some kind of paraconsistent semantics. In this paper, we consider the computational aspects of inconsistency degrees of propositional knowledge bases under 4-valued semantics. We first give a complete analysis of the computational complexity of computing inconsistency degrees. As it turns out that computing the exact inconsistency degree is intractable, we then propose an anytime algorithm that provides tractable approximations of the inconsistency degree from above and below. We show that our algorithm satisfies some desirable properties and give experimental results of our implementation of the algorithm</p>
},
	keywords = {algorithm, computational complexity, inconsistency measurement, Knowledge representation, multi-valued logic},
	url = {http://www.ijsi.org/ch/reader/view_abstract.aspx?file_no=i41\&flag=1},
	author = {Yue Ma and Guilin Qi and Guohui Xiao and Pascal Hitzler and Zuoquan Lin}
}
