Axiomatization of a Branching Time Logic with Indistinguishability Relations

Journal of Philosophical Logic 45 (2):155-182 (2016)
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Abstract

Trees with indistinguishability relations provide a semantics for a temporal language “composed by” the Peircean tense operators and the Ockhamist modal operator. In this paper, a finite axiomatization with a non standard rule for this language interpreted over bundled trees with indistinguishability relations is given. This axiomatization is proved to be sound and strongly complete.

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