A content semantics for quantified relevant logics. I

Studia Logica 47 (2):111 - 127 (1988)
Abstract
We present an algebraic-style of semantics, which we call a content semantics, for quantified relevant logics based on the weak system BBQ. We show soundness and completeness for all quantificational logics extending BBQ and also treat reduced modelling for all systems containing BB d Q. The key idea of content semantics is that true entailments AB are represented under interpretation I as content containments, i.e. I(A)I(B) (or, the content of A contains that of B). This is opposed to the truth-functional way which represents true entailments as truth-preservations over all set-ups (or worlds), i.e. (VaK) (if I(A, a) = T then I(B, a)= T).
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References found in this work BETA
Kit Fine (1974). Models for Entailment. Journal of Philosophical Logic 3 (4):347 - 372.
Graham Priest (1980). Sense, Entailment and Modus Ponens. Journal of Philosophical Logic 9 (4):415 - 435.

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