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|Title:||KALC: a constructive semantics for ALC|
|Citation:||Journal of applied non-classical logics vol. 21 no. 2 p. 233-255|
|Type:||Articles in periodicals and books|
|Abstract:||In this article we firstly present a Kripke semantics for the description logic ALC which is directly inspired by the semantics for Intuitionistic logic. Moreover, we discuss why a direct translation of this kind of semantics is not adequate in the description logic context and propose a constructive semantics that differs from the previous one by the fact that we impose a condition on the partial order. We also present a tableau calculus which is sound and complete with respect to our semantics. As an application of the calculus we prove that this semantics meets the disjunction property, a key criterion used in assessing whether a logic is constructive.|
|JRC Institute:||Space, Security and Migration|
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