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  1. Review article.[author unknown] - 1994 - Semiotica 98 (1-2):157-236.
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  • Semiosis as an emergent process.Joao Queiroz & Charbel Nino El-Hani - 2006 - Transactions of the Charles S. Peirce Society 42 (1):78-116.
    : In this paper, we intend to discuss if and in what sense semiosis (meaning process, cf. C. S. Peirce) can be regarded as an "emergent" process in semiotic systems. It is not our problem here to answer when or how semiosis emerged in nature. As a prerequisite for the very formulation of these problems, we are rather interested in discussing the conditions which should be fulfilled for semiosis to be characterized as an emergent process. The first step in this (...)
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  • On Three Levels of Abstractness in Peirce’s Beta Graphs.Richard Kenneth Atkins - 2022 - History and Philosophy of Logic 44 (1):16-32.
    Peirce’s beta graphs are roughly equivalent to our first-order predicate logic. However, Bellucci and Pietarinen have recently argued that the beta graphs are not well-equipped to handle asymmetric relative terms. I survey four proposed solutions to the problem and find them all wanting. I offer a fifth solution according to which Peirce’s beta graphs function at three different levels of abstractness from natural language. I diagnose the problem of asymmetric relative terms as arising when we transition from the first to (...)
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  • A Guess at the Other Riddle: The Peircean Material Categories.Richard Kenneth Atkins - 2012 - Transactions of the Charles S. Peirce Society 48 (4):530-557.
    In “An ‘Entirely Different Series of Categories,’” I argue that aside from Peirce’s formal categories of Firstness, Secondness, and Thirdness, Peirceans should acknowledge a second set of categories I call the material categories. I also argue that the material categories are irreducible to the formal categories. However, in that article I offer no account of what the material categories are. Moreover, Peirce himself never provides a clear and explicit account of them. The present essay attempts to provide an account of (...)
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  • Rhematische Graphen: Über Peirce'Theorien der diagrammatischen Nachbildung von Propositionen.Constantin von Pückler - 2000 - Philosophia Scientiae 4 (2):67-131.
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