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  1. Musil’s Imaginary Bridge.Achille C. Varzi - 2014 - The Monist 97 (1):30-46.
    In a calculation involving imaginary numbers, we begin with real numbers that represent concrete measures and we end up with numbers that are equally real, but in the course of the operation we find ourselves walking “as if on a bridge that stands on no piles”. How is that possible? How does that work? And what is involved in the as-if stance that this metaphor introduces so beautifully? These are questions that bother Törless deeply. And that Törless is bothered by (...)
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  • Introdução a três textos de Einstein sobre a geometria, a teoria física e a experiência.Michel Paty - 2005 - Scientiae Studia 3 (4):641-662.
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  • Wundt contested: The first crisis declaration in psychology.Annette Mülberger - 2012 - Studies in History and Philosophy of Science Part C: Studies in History and Philosophy of Biological and Biomedical Sciences 43 (2):434-444.
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  • Place and Philosophical Topography: Responding to Bubbio, Farin and Satne.Jeff Malpas - 2020 - International Journal of Philosophical Studies 28 (2):299-312.
    Diego Bubbio, Ingo Farin and Glenda Satne have advanced a range of comments, questions and challenges relating to the ideas and arguments set out in the new edition of my Place and Experience (2018). Rather than address each of my interlocutors separately, my responses here are organized around four main topics: the relation between space and place, including the nature of space; the relation between place and subjectivity, and the foundational role of place; the relation between place and conceptuality; and (...)
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  • The problem of the invariance of dimension in the growth of modern topology, part II.Dale M. Johnson - 1981 - Archive for History of Exact Sciences 25 (2-3):85-266.
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