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  1. Connexive Logic, Connexivity, and Connexivism: Remarks on Terminology.Heinrich Wansing & Hitoshi Omori - 2023 - Studia Logica 112 (1):1-35.
    Over the past ten years, the community researching connexive logics is rapidly growing and a number of papers have been published. However, when it comes to the terminology used in connexive logic, it seems to be not without problems. In this introduction, we aim at making a contribution towards both unifying and reducing the terminology. We hope that this can help making it easier to survey and access the field from outside the community of connexive logicians. Along the way, we (...)
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  • XIV Latin American Symposium on Mathematical Logic.Itala Maria Loffredo D'Ottaviano - 2009 - Bulletin of Symbolic Logic 15 (3):332-376.
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  • Generalization and Composition of Modal Squares of Oppositions.Claudio Pizzi - 2016 - Logica Universalis 10 (2-3):313-325.
    The first part of the paper aims at showing that the notion of an Aristotelian square may be seen as a special case of a variety of different more general notions: the one of a subAristotelian square, the one of a semiAristotelian square, the one of an Aristotelian cube, which is a construction made up of six semiAristotelian squares, two of which are Aristotelian. Furthermore, if the standard Aristotelian square is seen as a special ordered 4-tuple of formulas, there are (...)
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  • Some Remarks on the Scalar Implicatures Debate.Salvatore Pistoia-Reda - 2014 - In Pragmatics, Semantics and the Case of Scalar Implicatures. Palgrave. pp. 1-12.
    In this paper I describe how the authors involved in the scalar implicatures debate develop only partially co-extensional theories of scalar implicatures starting from a common range of core facts. I consider three components of the scalar implicature mechanism: the exhaustivity operator, the alternatives generation and the avoid-contradiction procedures.
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