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  1. Kant’s Conception of Logical Extension and Its Implications.Huaping Lu-Adler - 2012 - Dissertation, University of California, Davis
    It is a received view that Kant’s formal logic (or what he calls “pure general logic”) is thoroughly intensional. On this view, even the notion of logical extension must be understood solely in terms of the concepts that are subordinate to a given concept. I grant that the subordination relation among concepts is an important theme in Kant’s logical doctrine of concepts. But I argue that it is both possible and important to ascribe to Kant an objectual notion of logical (...)
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  • Logic Diagrams in the Weigel and Weise Circles.Jens Lemanski - 2018 - History and Philosophy of Logic 39 (1):3-28.
    From the mid-1600s to the beginning of the eighteenth century, there were two main circles of German scholars which focused extensively on diagrammatic reasoning and representation in logic. The first circle was formed around Erhard Weigel in Jena and consists primarily of Johann Christoph Sturm and Gottfried Wilhelm Leibniz; the second circle developed around Christian Weise in Zittau, with the support of his students, particularly Samuel Grosser and Johann Christian Lange. Each of these scholars developed an original form of using (...)
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  • Realizing Reason: A Narrative of Truth and Knowing.Danielle Macbeth - 2014 - Oxford University Press.
    Danielle Macbeth offers a new account of mathematical practice as a mode of inquiry into objective truth, and argues that understanding the nature of mathematical practice provides us with the resources to develop a radically new conception of ourselves and our capacity for knowledge of objective truth.
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  • Die Logik der Neuzeit.Wilhelm Risse - 1964 - F. Frommann.
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  • What is a Logical Diagram?Catherine Legg - 2013 - In Sun-Joo Shin & Amirouche Moktefi (eds.), Visual Reasoning with Diagrams. Springer. pp. 1-18.
    Robert Brandom’s expressivism argues that not all semantic content may be made fully explicit. This view connects in interesting ways with recent movements in philosophy of mathematics and logic (e.g. Brown, Shin, Giaquinto) to take diagrams seriously - as more than a mere “heuristic aid” to proof, but either proofs themselves, or irreducible components of such. However what exactly is a diagram in logic? Does this constitute a semiotic natural kind? The paper will argue that such a natural kind does (...)
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  • System der Logik Und Geschichte der Logischen Lehren.Friedrich Ueberweg - 1868 - Adolph Marcus.
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  • Logic Machines.Martin Gardner - 1952 - Journal of Symbolic Logic 17 (3):217-217.
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  • Reformversuche Protestantischer Metaphysik Im Zeitalter des Rationalismus.Ulrich Gottfried Leinsle - 1988
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  • [Introduction].O. H. Mitchell & J. Venn - 1884 - Mind 9 (34):321-322.
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  • Leonhard Euler AlS Theoretiker.Eberhard Knobloch - 2010 - In Wladimir Velminski & Horst Bredekamp (eds.), Mathesis & Graphe: Leonhard Euler Und Die Entfaltung der Wissensysteme. Akademie Verlag. pp. 19-36.
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  • Logische Studien.F. A. Lange - 1878 - Mind 3 (9):112-118.
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  • Euler-Diagramme.Peter Bernhard - 2003 - Bulletin of Symbolic Logic 9 (3):412-414.
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  • Grundprobleme der Logik Elemente Einer Kritik der Formalen Vernunft.Pirmin Stekeler-Weithofer - 1986
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