IIF   26912
INSTITUTO DE INVESTIGACIONES FILOSOFICAS
Unidad Ejecutora - UE
artículos
Título:
(Meta)inferential levels of entailment beyond the Tarskian paradigm
Autor/es:
PAILOS, FEDERICO; SZMUC, DAMIAN; BARRIO, EDUARDO ALEJANDRO
Revista:
SYNTHESE (DORDRECHT)
Editorial:
SPRINGER
Referencias:
Año: 2019
ISSN:
0039-7857
Resumen:
In this paper we discuss the extent to which the very existence of substructural logics puts the Tarskian conception of logical systems in jeopardy. In order to do this, we high- light the importance of the presence of different levels of entailment in a given logic, looking not only at inferences between collections of formulae but also at inferences between collections of inferences?and more. We discuss appropriate refinements or modifications of the usual Tarskian identity criterion for logical systems, and propose an alternative of our own. After that, we consider a number of objections to our account and evaluate a substantially different approach to the same problem.