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  1. Preserving the Autographic/Allographic Distinction.Jason D'cruz & P. D. Magnus - 2015 - Journal of Aesthetics and Art Criticism 73 (4):453-457.
    The primary concern of our 2014 paper was not notation but the autographic/allographic distinction, not representations as such but works of art. As we see it, Zeimbekis's considerations do not ultimately undermine the position we advanced in 2014— but they do challenge an element of Goodman's own theory of notation that derives from his requirement of recoverability. That requirement can be abandoned without losing the explanatory power of the autographic/allographic distinction as we have refined it.
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  • The Density of Symbol Systems – A Critique of Nelson Goodman’s Notion.Krzysztof Guczalski - 2022 - Philosophia 50 (3):1131-1152.
    Nelson Goodman’s theory of symbol systems expounded in his Languages of Art has been frequently criticized on many counts (cf. list of secondary literature in the entry “Goodman’s Aesthetics” of Stanford Encyclopedia of Philosophy and Sect. 3 below). Yet it exerts a strong influence and is treated as one of the major twentieth-century theories on the subject. While many of Goodman’s controversial theses are criticized, the technical notions he used to formulate them seem to have been treated as neutral tools. (...)
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  • Appearance and History: the Autographic/Allographic Distinction Revisited.Enrico Terrone - 2018 - British Journal of Aesthetics 58 (1):71-87.
    Nelson Goodman notoriously distinguished between autographic works, whose instances should be identified by taking history of production into account, and allographic works, whose instances can be identified independently of history of production. Scholars such as Jerrold Levinson, Flint Schier, and Gregory Currie have criticized Goodman’s autographic/allographic distinction arguing that all works are such that their instances should be identified by taking history of production into account. I will address this objection by exploiting David Davies’ distinction between e-instances and p-instances of (...)
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