2011
DOI: 10.1007/978-3-642-22152-1_15
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On Stopping Evidence Gathering for Diagnostic Bayesian Networks

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Cited by 14 publications
(17 citation statements)
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“…But optimizing VoI in any uncertain system has been shown to be extremely hard [14,1]. Although non-myopic (non-greedy) optimization algorithms have been proposed for restricted classes of probabilistic graphical models [13,14,7], majority of optimization approaches are myopic (greedy) [27,5]. Since the ProbLog programs we consider are not restricted to modeling particular types of graphical models, we propose an algorithm that, instead of π * , creates a plan π by greedily choosing each of its steps based on Definition 7.…”
Section: Greedy Optimization Of Voimentioning
confidence: 99%
“…But optimizing VoI in any uncertain system has been shown to be extremely hard [14,1]. Although non-myopic (non-greedy) optimization algorithms have been proposed for restricted classes of probabilistic graphical models [13,14,7], majority of optimization approaches are myopic (greedy) [27,5]. Since the ProbLog programs we consider are not restricted to modeling particular types of graphical models, we propose an algorithm that, instead of π * , creates a plan π by greedily choosing each of its steps based on Definition 7.…”
Section: Greedy Optimization Of Voimentioning
confidence: 99%
“…These predictive processing sub-processes (belief revision and adding observations) correspond to aspects of parameter tuning and sensitivity analysis [6] and selecting evidence [38]. Algorithmic and analytical aspects of these problems are of direct relevance to the Bayesian Brain hypothesis.…”
Section: Meta-theory Of Bayesian Networkmentioning
confidence: 99%
“…These works concentrate on the advancement of data, regularly characterized as either joint entropy or data pick up (delta entropy). It is regular practice to utilize the covetous (nearsighted) arrangement towards this determination issue [40], [38], [39], with ensured execution limits, because of the handling complexities of discovering the ideal arrangement [28], [29], [30]. SmartContext expands upon the insatiable arrangement of Krause and Guestrin [40], however is adjusted to utilizing estimation precision rather than data pick up.…”
Section: Literature Surveymentioning
confidence: 99%