Abstract. Recently, Bayesian extensions of Description Logics, and in particular the logic BEL, were introduced as a means of representing certain knowledge that depends on an uncertain context. In this paper we introduce a novel structure, called proof structure, that encodes the contextual information required to deduce subsumption relations from a BEL knowledge base. Using this structure, we show that probabilis-tic reasoning in BEL can be reduced in polynomial time to standard Bayesian network inferences, thus obtaining tight complexity bounds for reasoning in BEL.
We examine the inferential complexity of Bayesian networks specified through logical constructs. We ...
We study the computational complexity of finding maximum a posteriori configurations in Bayesian net...
We introduce a general framework for defining classes of probabilistic-logic models and associated c...
We study the problem of reasoning in the probabilistic De-scription Logic BEL. Using a novel structu...
We introduce the new probabilistic description logic (DL) BEL, which extends the light-weight DL EL ...
Abstract. We introduce the probabilistic Description Logic BEL. In BEL, axioms are required to hold ...
Abstract. We present Bayesian Description Logics (BDLs): an exten-sion of Description Logics (DLs) w...
Description Logics (DLs) that support uncertainty are not as well studied as their crisp alternative...
Abstract. The Bayesian Description Logic (BDL) BEL is a probabilistic DL, which extends the lightwei...
Description Logics (DLs) that support uncertainty are not as well studied as their crisp alternative...
The DL-Lite family of tractable description logics lies between the semantic web languages RDFS and ...
Description logics (DLs) are well-known knowledge representation formalisms focused on the represent...
Knowledge representation languages invariably reflect a trade-off between expressivity and tractabil...
We describe how to combine probabilistic logic and Bayesian networks to obtain a new frame-work ("Ba...
By identifying and pursuing analogies between causal and logical in uence I show how the Bayesian ne...
We examine the inferential complexity of Bayesian networks specified through logical constructs. We ...
We study the computational complexity of finding maximum a posteriori configurations in Bayesian net...
We introduce a general framework for defining classes of probabilistic-logic models and associated c...
We study the problem of reasoning in the probabilistic De-scription Logic BEL. Using a novel structu...
We introduce the new probabilistic description logic (DL) BEL, which extends the light-weight DL EL ...
Abstract. We introduce the probabilistic Description Logic BEL. In BEL, axioms are required to hold ...
Abstract. We present Bayesian Description Logics (BDLs): an exten-sion of Description Logics (DLs) w...
Description Logics (DLs) that support uncertainty are not as well studied as their crisp alternative...
Abstract. The Bayesian Description Logic (BDL) BEL is a probabilistic DL, which extends the lightwei...
Description Logics (DLs) that support uncertainty are not as well studied as their crisp alternative...
The DL-Lite family of tractable description logics lies between the semantic web languages RDFS and ...
Description logics (DLs) are well-known knowledge representation formalisms focused on the represent...
Knowledge representation languages invariably reflect a trade-off between expressivity and tractabil...
We describe how to combine probabilistic logic and Bayesian networks to obtain a new frame-work ("Ba...
By identifying and pursuing analogies between causal and logical in uence I show how the Bayesian ne...
We examine the inferential complexity of Bayesian networks specified through logical constructs. We ...
We study the computational complexity of finding maximum a posteriori configurations in Bayesian net...
We introduce a general framework for defining classes of probabilistic-logic models and associated c...