On the representation and the impact of reliability on expert system weights*

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Rule-based expert systems employ weighting schemas that associate weights with a rule. In the development of an expert system the reliability of the rules may be a critical variable. However, currently, weighting systems do not facilitate accounting for reliability. Accordingly, this paper demonstrates how to introduce reliability into one of the primary systems for weighting the rules. After the introduction of reliability a number of findings are discovered. First, small changes in reliability can lead to substantial changes in the adjusted weights. Second, when reliability is completely uncertain the weights become 0. Third, introducing reliability can change the signs of the revised weights. Fourth, it is unlikely that heuristics can be effectively used instead of an analytic approach.

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Cited by (4)

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    Michaelsen (1982) used EMYCIN which derived from the work of Buchanan and Shortliffe (1984), while Dungan used AL/X, developed from the work of Duda et al. (1979), and included a means of representing uncertainty with weights on the rules. After the first accounting systems there was still substantial research regarding various aspects of expert systems, e.g., regarding the weights (e.g., O'Leary, 1988a), verification and validation of the systems (e.g., O'Keefe et al., 1987; O'Leary, 1987), knowledge acquisition (Prerau, 1987) and explanation (Arnold et al., 2006). Barker and O'Connor (1989) presented a discussion about XCON, one of the first well-accepted expert systems in practice.

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An earlier version of this paper was presented at the TIMS/ORSA meeting in New Orleans, May 1987.

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