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Profile: Bernd Buldt
  1.  16
    Bernd Buldt, Week-Long Tutorial: Gödel's Incompleteness Theorems.
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  2.  20
    Bernd Buldt, Fixed Points, Diagonalization, Self-Reference, Paradox.
    Slides for the first tutorial on Gödel's incompleteness theorems, held at UniLog 5 Summer School, Istanbul, June 24, 2015.
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  3.  18
    Bernd Buldt, Gödel’s First Incompleteness Theorem.
    Slides for the second tutorial on Gödel's incompleteness theorems, held at UniLog 5 Summer School, Istanbul, June 24, 2015.
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  4.  17
    Bernd Buldt, Gödel’s Second Incompleteness Theorem.
    Slides for the third tutorial on Gödel's incompleteness theorems, held at UniLog 5 Summer School, Istanbul, June 24, 2015.
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  5.  11
    Bernd Buldt, Mathematical Practice and Human Cognition.
    Frank Quinn of Jaffe-Quinn fame worked out the basics of his own account of how mathematical practice should be described and analyzed, partly by historical comparisons with 19th century mathematics, partly by an analysis of contemporary mathematics and its pedagogy. Despite his claim that for this task, "professional philosophers seem as irrelevant as Aristotle is to modern physics," this philosophy talk will provide a critical summary of his main observations and arguments. The goal is to inject some of Quinns remarks (...)
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  6.  5
    Bernd Buldt (2016). Johannes von Kries: A Bio-Bibliography. Journal for General Philosophy of Science / Zeitschrift für Allgemeine Wissenschaftstheorie 47 (1):217-235.
    A short biography of Johannes von Kries, followed by a bibliography of his works, containing more than 70 previously unknown works.
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  7.  48
    Bernd Buldt, Benedikt Löwe & Thomas Müller (2008). Towards a New Epistemology of Mathematics. Erkenntnis 68 (3):309 - 329.
    In this introduction we discuss the motivation behind the workshop “Towards a New Epistemology of Mathematics” of which this special issue constitutes the proceedings. We elaborate on historical and empirical aspects of the desired new epistemology, connect it to the public image of mathematics, and give a summary and an introduction to the contributions to this issue.
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  8.  26
    Bernd Buldt (2014). The Scope of Gödel’s First Incompleteness Theorem. Logica Universalis 8 (3-4):499-552.
    Guided by questions of scope, this paper provides an overview of what is known about both the scope and, consequently, the limits of Gödel’s famous first incompleteness theorem.
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  9.  24
    Bernd Buldt, Second Thoughts on Gödel's Second Theorem.
    While Gödel’s first theorem (G1) remains valid under substitution of various provability predicates, Gödel’s second theorem (G2) does not. This is one reason to label G1 as “extensional” but to call G2 “intensional.” Although this asymmetry between G1 and G2 is known for long, no satisfying account of G2’s intensionality has been put forward. After briefly reviewing the discussion so far (see bibliography), the paper presents a new analysis based on two observations. First, the underestimated role of provable closure under (...)
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  10.  11
    Bernd Buldt, Review of "Ulrich Pardey, Frege on Absolute and Relative Truth". [REVIEW]
  11.  10
    Bernd Buldt, Review of "Irving H. Anellis: Jean van Heijenoort's Conception of Modern Logic, in Historical Perspective". [REVIEW]
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  12.  12
    Bernd Buldt, Richard Dodel & Arno Hoven (1989). Zeitschriftenschau. Journal for General Philosophy of Science / Zeitschrift für Allgemeine Wissenschaftstheorie 20 (1):170-197.
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  13.  40
    Bernd Buldt, Volker Halbach & Reinhard Kahle (2005). Reflections on Frege and Hilbert. Synthese 147 (1):1 - 2.
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  14.  8
    Bernd Buldt, Review of "Irving H. Anellis: Historical Development of Modern Logic”. [REVIEW]
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  15.  6
    Bernd Buldt, Rudolf Carnap.
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  16.  6
    Bernd Buldt, Review of "Irving H. Anellis: Guest Editor's Introduction: JvH100". [REVIEW]
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  17.  5
    Bernd Buldt, Review of "Irving H. Anellis: Editor's Introduction to Jean van Heijenoort, 'Historical Development of Modern Logic' ”. [REVIEW]
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  18.  4
    Bernd Buldt, Mathematical Practice and Platonism: A Phenomenological Perspective.
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  19.  3
    Bernd Buldt (2012). Midwest Workshop PhiloSTEM (Conference Report). The Reasoner 6 (6).
  20.  16
    Bernd Buldt, Benedikt Löwe & Thomas Müller (2008). Preface. Erkenntnis 68 (3):305 - 307.
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  21.  3
    Bernd Buldt, The Birth of Philosophy of Mathematics: Out of the Spirit of Kantianism.
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  22.  16
    Jutta Biedebach, Bernd Buldt, Kathrin Dahlhaus & Ralf Goeres (1993). Bibliography. Journal for General Philosophy of Science / Zeitschrift für Allgemeine Wissenschaftstheorie 24 (2):365-407.
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  23.  3
    Bernd Buldt (2005). Bernd Buldt, Volker Halbach and Reinhard Kahle/Reflections on Frege and Hilbert Fernando Ferreira/Amending Frege's Grundgesetze der Arithmetik Bob Hale/Real Numbers and Set Theory–Extending The. Synthese 147 (1):549-550.
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  24.  2
    Bernd Buldt, Gettier-Problem.
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  25.  2
    Bernd Buldt, Gödel, Kurt.
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  26.  2
    Bernd Buldt, Why Mathematical Concepts Are Special.
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  27.  2
    Bernd Buldt, Were There Revolutions in Mathematics?
  28.  2
    Bernd Buldt, What Does Time Tell In Mathematics?
  29.  1
    Bernd Buldt (1997). Anmerkungen zum Beweis des zweiten Gödelschen Unvollständigkeitssatzes. In Julian Nida-Rümelin & Georg Meggle (eds.), Analyomen 2, Volume I: Logic, Epistemology, Philosophy of Science. De Gruyter 31-42.
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  30.  9
    Arno Bauermeister, Jutta Biedebach & Bernd Buldt (1992). Zeitschriftenschau. Journal for General Philosophy of Science / Zeitschrift für Allgemeine Wissenschaftstheorie 23 (2):363-402.
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  31.  1
    Bernd Buldt, Logic.
  32. Bernd Buldt, Volker Halbach & Reinhard Kahle (2005). Reflections On Frege And Hilbert. Synthese 147 (1):1-2.
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  33. Bernd Buldt, The Emergence of Philosophy of Mathematics.
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