Studia Logica 56 (3):323-360 (1996)

Authors
Wiebe Van Der Hoek
University of Liverpool
Abstract
We propose an epistemic logic in which knowledge is fully introspective and implies truth, although truth need not imply epistemic possibility. The logic is presented in sequential format and is interpreted in a natural class of partial models, called balloon models. We examine the notions of honesty and circumscription in this logic: What is the state of an agent that only knows and which honest enable such circumscription? Redefining stable sets enables us to provide suitable syntactic and semantic criteria for honesty. The rough syntactic definition of honesty is the existence of a minimal stable expansion, so the problem resides in the ordering relation underlying minimality. We discuss three different proposals for this ordering, together with their semantic counterparts, and show their effects on the induced notions of honesty
Keywords circumscription  honesty  modal logic  partial models  stable sets
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DOI 10.1007/BF00372771
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Situations and Attitudes.Jon Barwise & John Perry - 1981 - Journal of Philosophy 78 (11):668-691.
Semantic Considerations on Nonmonotonic Logic.Robert C. Moore - 1985 - Artificial Intelligence 25 (1):75-94.

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