Probabilistic inference with a belief network in general is computationally expensive. Since the concept of structural relevance provides for identifying parts of a belief network that are irrelevant to a context of interest, it allows for alleviating to some extent the computational burden of inference: inference can be restricted to the network's relevant part. The structurally relevant part of a belief network, however, is not static. It may change dynamically as reasoning progresses. We address the dynamics of structural relevance and introduce the concept of an independence projection to capture these dynamics.
Computing marginal probabilities (whether prior or posterior) in Bayesian belief networks is a hard ...
Abstract This paper discuses multiple Bayesian networks representation paradigms for encoding asymme...
This research addresses two intensive computational problems of reasoning under uncertainty in artif...
This paper introduces a computational framework for reasoning in Bayesian belief networks that deriv...
Belief networks are popular tools for encoding uncertainty in expert systems. These networks rely on...
AbstractWe evaluate current explanation schemes. These are either insufficiently general, or suffer ...
Belief networks are directed acyclic graphs in wh ch the nodes represent propositions (or variables)...
Abstract. This paper investigates the power of first-order probabilistic logic (FOPL) as a represent...
In this abstract we give an overview of the work described in [15]. Belief networks provide a graphi...
this paper, our interest is focused in studying the methods based on independence criteria. The main...
Three kinds of independence are of interest in the context of Bayesian networks, namely conditional ...
The assessments for the various conditional probabilities of a Bayesian belief network inevitably ar...
AbstractMore and more real-life applications of the belief-network framework are emerging. As applic...
Abstract. This paper investigates the power of first-order probabilistic logic (FOPL) as a represent...
Recently there has been some evidence that the numbers in probabilistic inference don't really ...
Computing marginal probabilities (whether prior or posterior) in Bayesian belief networks is a hard ...
Abstract This paper discuses multiple Bayesian networks representation paradigms for encoding asymme...
This research addresses two intensive computational problems of reasoning under uncertainty in artif...
This paper introduces a computational framework for reasoning in Bayesian belief networks that deriv...
Belief networks are popular tools for encoding uncertainty in expert systems. These networks rely on...
AbstractWe evaluate current explanation schemes. These are either insufficiently general, or suffer ...
Belief networks are directed acyclic graphs in wh ch the nodes represent propositions (or variables)...
Abstract. This paper investigates the power of first-order probabilistic logic (FOPL) as a represent...
In this abstract we give an overview of the work described in [15]. Belief networks provide a graphi...
this paper, our interest is focused in studying the methods based on independence criteria. The main...
Three kinds of independence are of interest in the context of Bayesian networks, namely conditional ...
The assessments for the various conditional probabilities of a Bayesian belief network inevitably ar...
AbstractMore and more real-life applications of the belief-network framework are emerging. As applic...
Abstract. This paper investigates the power of first-order probabilistic logic (FOPL) as a represent...
Recently there has been some evidence that the numbers in probabilistic inference don't really ...
Computing marginal probabilities (whether prior or posterior) in Bayesian belief networks is a hard ...
Abstract This paper discuses multiple Bayesian networks representation paradigms for encoding asymme...
This research addresses two intensive computational problems of reasoning under uncertainty in artif...