Justification Logic and History Based Computation

نویسندگان

  • Francisco Bavera
  • Eduardo Bonelli
چکیده

Justification Logic (JL) is a refinement of modal logic that has recently been proposed for explaining well-known paradoxes arising in the formalization of Epistemic Logic. Assertions of knowledge and belief are accompanied by justifications: the formula [[t]]A states that t is “reason” for knowing/believing A. We study the computational interpretation of JL via the Curry-de Bruijn-Howard isomorphism in which the modality [[t]]A is interpreted as: t is a type derivation justifying the validity of A. The resulting lambda calculus is such that its terms are aware of the reduction sequence that gave rise to them. This serves as a basis for understanding systems, many of which belong to the security domain, in which computation is history-aware.

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تاریخ انتشار 2010