Abstract. The sign-propagation algorithm for inference with a qualitative probabilistic network has been designed to handle a single observation at a time. Multiple observations can in essence be dealt with by entering them consecutively and combining the results of the successive propagations, or by entering them for a newly added dummy node. We demonstrate that both approaches can yield weaker results than necessary. We identify the causes underlying this unnec-essary weakness and adapt the propagation algorithm so as to provide for the strongest possible results upon inference.
Qualitative probabilistic networks represent prob-abilistic influences between variables. Due to the...
Monitoring applications of Bayesian networks require computing a sequence of most probable explanati...
AbstractQualitative probabilistic networks were designed to overcome, to at least some extent, the q...
AbstractQualitative probabilistic networks (QPNs) are basically qualitative derivations of Bayesian ...
This paper explores semi-qualitative probabilistic networks (SQPNs) that combine numeric and qualita...
AbstractQualitative probabilistic networks are qualitative abstractions of probabilistic networks, s...
A Bayesian network can be used to model consisely the probabilistic knowledge with respect to a give...
This paper extends previous work on propagating qualitative uncertainty in networks in which a gener...
Item does not contain fulltextWhile quantitative probabilistic networks (QPNs) allow experts to stat...
While quantitative probabilistic networks (QPNs) allow experts to state influences between nodes in ...
This paper extends previous work on propagating qualitative uncertainty in networks in which a gener...
AbstractWhile quantitative probabilistic networks (QPNs) allow experts to state influences between n...
Reasoning with a Bayesian network amounts to computing probability distri-butions for the network’s ...
This paper presents some results concerning the qualitative behaviour of possibilistic networks. The...
Semi-qualitative probabilistic networks (SQPNs) merge two important graphical model formalisms: Baye...
Qualitative probabilistic networks represent prob-abilistic influences between variables. Due to the...
Monitoring applications of Bayesian networks require computing a sequence of most probable explanati...
AbstractQualitative probabilistic networks were designed to overcome, to at least some extent, the q...
AbstractQualitative probabilistic networks (QPNs) are basically qualitative derivations of Bayesian ...
This paper explores semi-qualitative probabilistic networks (SQPNs) that combine numeric and qualita...
AbstractQualitative probabilistic networks are qualitative abstractions of probabilistic networks, s...
A Bayesian network can be used to model consisely the probabilistic knowledge with respect to a give...
This paper extends previous work on propagating qualitative uncertainty in networks in which a gener...
Item does not contain fulltextWhile quantitative probabilistic networks (QPNs) allow experts to stat...
While quantitative probabilistic networks (QPNs) allow experts to state influences between nodes in ...
This paper extends previous work on propagating qualitative uncertainty in networks in which a gener...
AbstractWhile quantitative probabilistic networks (QPNs) allow experts to state influences between n...
Reasoning with a Bayesian network amounts to computing probability distri-butions for the network’s ...
This paper presents some results concerning the qualitative behaviour of possibilistic networks. The...
Semi-qualitative probabilistic networks (SQPNs) merge two important graphical model formalisms: Baye...
Qualitative probabilistic networks represent prob-abilistic influences between variables. Due to the...
Monitoring applications of Bayesian networks require computing a sequence of most probable explanati...
AbstractQualitative probabilistic networks were designed to overcome, to at least some extent, the q...