Defining and exploring properties in diagnostic systems

Nuno Belard, Yannick Pencolé, and Michel Combacau
Submission Type: 
Full Paper
AttachmentSizeTimestamp
phmc_10_118.pdf245.17 KBSeptember 21, 2010 - 3:29am

Every model-based diagnostic approach relies on a representation of a real-world system, in this paper called believed system. The believed system is used along with the observations about the real-world system to generate a diagnostic problem to be solved. In this paper it is firstly argued that believed systems can differ from real-world systems in many different manners. As so, properties of believed systems, diagnostic problems and diagnostic results are introduced. Then, a series of relations between these properties are proved. The importance of such relations, sometimes seen as intuitive, is that they are necessary to formally prove the accordance between the real-world system and the believed system; to formally prove that a believed system and a diagnostic problem will produce high-quality diagnostic results; or even to ease diagnostic algorithms, since for systems and problems with certain properties, different model-based diagnostic approaches produce the same diagnostic results. In order to introduce the referred properties and reasoning about them a framework of diagnosis based on the difference between the believed and the real systems is proposed.

Publication Control Number: 
118
Submission Keywords: 
Model properties
logical foundations
model incompleteness
  
 
 
 

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