An Incompleteness Handling Methodology for Validation of Bayesian Knowledge Bases

An Incompleteness Handling Methodology for Validation of Bayesian Knowledge Bases

David J Bawcom

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An Incompleteness Handling Methodology for Validation of ...
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    An Incompleteness Handling Methodology for Validation of Bayesian Knowledge Bases

    $28.00 CAD
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    Author
    David J Bawcom
    Publisher
    Biblioscholar
    Format
    Paperback
    Language
    English
    Category
    Schools & Teaching
    Condition
    New
    ISBN-13
    9781288313983
    ISBN-10
    1288313985

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    Product description

    ISBN: 1288313985

    Author: Bawcom, David J

    Condition: New

    The PESKI (Probabilities, Expert Systems, Knowledge, and Inference) system attempts to address some of the problems in expert system design through the use of the Bayesian Knowledge Base (BKB) representation. Knowledge gathered from a domain expert is placed into this framework and inferencing is performed over it. However, by the nature of BKBs, not all knowledge is incorporated, i.e. the representation need not be a complete representation of all combinations and possibilities of the knowledge, as this would be impractical in many real-world systems. Therefore, inherent in such a system is the problem of incomplete knowledge, or spaces within the knowledge base where areas of lacking knowledge preclude or hinder arrival at a solution. Some of this knowledge is intentionally omitted because its not needed for inferencing, while other knowledge is erroneously omitted but necessary for valid results. Intentional omission, a strength of the BKB representation, allows for capturing only the relevant portions of knowledge critical to modeling an expert's knowledge within a domain. This research proposes a method for handling the latter form of incompleteness administered through a graphical interface. The incompleteness is then able to be detected and corrected by the knowledge engineer in an intuitive fashion.

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    An Incompleteness Handling Methodology for Validation of Bayesian Knowledge Bases

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