Partial Up and Down Logic

Jan O. M. Jaspars

doi:10.1305/ndjfl/1040308832

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Home > Journals > Notre Dame J. Formal Logic > Volume 36 > Issue 1 > Article

Winter 1995 Partial Up and Down Logic

Jan O. M. Jaspars

Notre Dame J. Formal Logic 36(1): 134-157 (Winter 1995). DOI: 10.1305/ndjfl/1040308832

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Abstract

This paper presents logics for reasoning about extension and reduction of partial information states. This enterprise amounts to nonpersistent variations of certain constructive logics, in particular the so-called logic of constructible falsity of Nelson. We provide simple semantics, sequential calculi, completeness and decidability proofs.