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  1. Analytical Philosophy and Its Forgetfulness of the Continent. Gottfried Gabriel in Conversation with Todor Polimenov.Gottfried Gabriel & Todor Polimenov - 2012 - Nordic Wittgenstein Review.
    Gottfried Gabriel is interviewed by Todor Polimenov about the relationship between analytic and continental philosophy.
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  • Rainer Stuhlmann-Laeisz. Gottlob Freges Grundgesetze der Arithmetik: Ein Kommentar des Vorworts, des Nachworts Und der Einleitenden Paragraphen. [Gottlob Frege’s Basic Laws of Arithmetic: A Commentary on the Foreword, the Afterword and the Introductory Paragraphs].Matthias Wille - 2021 - Philosophia Mathematica 29 (2):288-291.
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  • Philosophy of Science in Germany, 1992–2012: Survey-Based Overview and Quantitative Analysis.Matthias Unterhuber, Alexander Gebharter & Gerhard Schurz - 2014 - Journal for General Philosophy of Science / Zeitschrift für Allgemeine Wissenschaftstheorie 45 (1):71-160.
    An overview of the German philosophy of science community is given for the years 1992–2012, based on a survey in which 159 philosophers of science in Germany participated. To this end, the institutional background of the German philosophy of science community is examined in terms of journals, centers, and associations. Furthermore, a qualitative description and a quantitative analysis of our survey results are presented. Quantitative estimates are given for: (a) academic positions, (b) research foci, (c) philosophers’ of science most important (...)
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  • The Logical Square and the Table of Oppositions.Wolfgang Kienzler - 2012 - History of Philosophy & Logical Analysis 15 (1):400-416.
    The way Frege presented the Square of Opposition in a reduced form in 1879 and 1910 can be used to develop two distinct versions of the square: The traditional square that displays inferences and a “Table of Oppositions” displaying variations of negation. This Table of Oppositions can be further simplified and thus be made more symmetrical. A brief survey of versions of the square from Aristotle to the present shows how both aspects of the square have coexisted for a very (...)
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