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  1. Wronski’s Infinities.Roy Wagner - 2014 - Hopos: The Journal of the International Society for the History of Philosophy of Science 4 (1):26-61.
    This article interprets Józef Maria Hoëné Wronski’s (1776–1853) use of actual infinities in his mathematical work. The interpretation places this usage, which undermined Wronski’s acceptance as a mathematician, in his contemporary mathematical and philosophical context and in the context of his own sociopolitical-philosophical project.
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  • A Historically and Philosophically Informed Approach to Mathematical Metaphors.Roy Wagner - 2013 - International Studies in the Philosophy of Science 27 (2):109-135.
    This article discusses the concept of mathematical metaphor as a tool for analyzing the formation of mathematical knowledge. It reflects on the work of Lakoff and Núñez as a reference point against which to rearticulate a richer notion of mathematical metaphor that can account for actual mathematical evolution. To reach its goal this article analyzes historical case studies, draws on cognitive research, and applies lessons from the history of metaphors in philosophy as analyzed by Derrida and de Man.
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