The paper shows that Adams Logic of Conditional may be so generalised that it allows for considering the conditional connective as a compositional connective ina a Partial Modal Logic. A general Semantics for that Logic is provided. It is shown that every sentence may be represnted as a simple conditional of the form (A -> C), where both A and C belong to the modal system S5. Lewis Triviality Results do not apply in this context due to the fact that sentences may lack a truth-value.

A Compositional Generalisation of Adams Logic of Conditionals / Mura, Alberto Mario. - In: JOURNAL OF PHILOSOPHICAL LOGIC. - ISSN 0022-3611. - (In corso di stampa).

A Compositional Generalisation of Adams Logic of Conditionals

MURA, Alberto Mario
In corso di stampa

Abstract

The paper shows that Adams Logic of Conditional may be so generalised that it allows for considering the conditional connective as a compositional connective ina a Partial Modal Logic. A general Semantics for that Logic is provided. It is shown that every sentence may be represnted as a simple conditional of the form (A -> C), where both A and C belong to the modal system S5. Lewis Triviality Results do not apply in this context due to the fact that sentences may lack a truth-value.
In corso di stampa
A Compositional Generalisation of Adams Logic of Conditionals / Mura, Alberto Mario. - In: JOURNAL OF PHILOSOPHICAL LOGIC. - ISSN 0022-3611. - (In corso di stampa).
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11388/61020
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