28 found
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  1.  15
    David Hilbert's Lectures on the Foundations of Geometry 1891-1902.Michael Hallett, Ulrich Majer & David Hilbert - 2006 - Bulletin of Symbolic Logic 12 (3):492-494.
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  2.  64
    Husserl and Hilbert on Completeness.Ulrich Majer - 1997 - Synthese 110 (1):37-56.
  3.  9
    John von Neumann and the Foundations of Quantum Physics.Miklós Rédei, Michael Stöltzner, Walter Thirring, Ulrich Majer & Jeffrey Bub - 2001 - Springer Verlag.
    ... of Quantum Physics Book Editors Miklós Rédei1 Michael Stöltzner2 Eötvös University, Budapest, Hungary Institute Vienna Circle, Vienna, University of Salzburg, Vienna, Austria ISSN 09296328 ISBN 9789048156511 ISBN 9789401720120 ...
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  4.  11
    The Axiomatic Method and the Foundations of Science: Historical Roots of Mathematical Physics in Göttingen.Ulrich Majer - 2001 - Vienna Circle Institute Yearbook 8:11-33.
    The aim of the paper is this: Instead of presenting a provisional and necessarily insufficient characterization of what mathematical physics is, I will ask the reader to take it just as that, what he or she thinks or believes it is, yet to be prepared to revise his opinion in the light of what I am going to tell. Because this is precisely, what I intend to do. I will challenge some of the received or standard views about mathematical physics (...)
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  5.  42
    Husserl Between Frege’s Logicism And Hilbert’s Formalism.Ulrich Majer - 2008 - The Baltic International Yearbook of Cognition, Logic and Communication 4:4.
    The traditional view regarding the philosophy of mathematics in the twentieth century is the dogma of three schools: Logicism, Intuitionism and Formalism. The problem with this dogma is not, at least not first and foremost, that it is wrong, but that it is biased and essentially incomplete. 'Biased' because it was formulated by one of the involved parties, namely the logical empiricists - if I see it right - in order to make their own position look more agreeable with Intuitionism (...)
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  6.  18
    Hilbert’s Program to Axiomatize Physics and Its Impact on Schlick, Carnap and Other Members of the Vienna Circle.Ulrich Majer - 2002 - Vienna Circle Institute Yearbook 9:213-224.
    In recent years the works of Friedman, Howard and many others have made obvious what perhaps was always self-evident. Namely, that the philosophy of the logical empiricists was shaped primarily by Einstein and his invention of the theory of relativity, whereas Hilbert and his axiomatic approach to the exact sciences had comparatively little impact on the logical empiricists and their understanding of science — if they had any effect at all. This is in one respect quite astonishing, insofar as Einstein (...)
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  7.  64
    Geometry, Intuition and Experience: From Kant to Husserl. [REVIEW]Ulrich Majer - 1995 - Erkenntnis 42 (2):261 - 285.
  8.  14
    Hilberts Methode der Idealen Elemente und Kants regulativer. Gebrauch der Ideen.Ulrich Majer - 1993 - Kant-Studien 84 (1):51-77.
  9.  46
    Ramsey's Theory of Truth and the Truth of Theories: A Synthesis of Pragmatism and Intuitionism in Ramsey's Last Philosophy.Ulrich Majer - 1991 - Theoria 57 (3):162-195.
  10.  44
    The Relation of Logic and Intuition in Kant's Philosophy of Science, Particularly Geometry.Ulrich Majer - 2006 - In Emily Carson & Renate Huber (eds.), Intuition and the Axiomatic Method. Springer. pp. 47--66.
  11.  18
    Ramsey's Conception of Theories: An Intuitionistic Approach.Ulrich Majer - 1989 - History of Philosophy Quarterly 6 (2):233 - 258.
  12. Semantical Aspects of Spacetime Theories.Ulrich Majer & H. J. Schmidt - 1994
     
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  13.  3
    Carnaps Übernahme der Gestalttheorie in den Aufbau im Lichte heutiger, vor allem computationaler Theorien des Sehens.Ulrich Majer - 2003 - In Thomas Bonk (ed.), Language, Truth and Knowledge. Kluwer Academic Publishers. pp. 65--78.
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  14. On Truth, Original Manuscripts Materials From the Ramsey Collection at the University of Pittsburgh.Frank Plumpton Ramsey, Nicholas Rescher, Ulrich Majer & Maria Carla Galavotti - 1994 - Synthese 101 (1):121-127.
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  15.  31
    Das Verhältnis von Mathematik und Metaphysik in Kants Theorie der Naturwissenschaft.Ulrich Majer & Rainer Stuhlmann-Laeisz - 1975 - Grazer Philosophische Studien 1 (1):165-188.
    Der Beitrag der Mathematik zur Naturwissenschaft besteht darin, Erkenntnisse a priori von den (empirischen) Gegenständen der letzteren zu gewinnen und - unter der Voraussetzung, daß es überhaupt Empirisches gibt - , die Existenz solcher Gegenstände a priori zu sichern. Die Aufgabe der Metaphysik ist es, besondere Begriffe ( in bezug auf die körperliche Natur) zu bilden und die Prinzipien für deren mathematische Konstruktion zu entwickeln. Die so "metaphysischkonstruierten" Begriffe werden dann durch Angabe empirischer Modelle physikalisch interpretiert.
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  16. On Truth; Original Manuscript Materials From the Ramsey Collection at the University of Pittsburgh.Frank Plumpton Ramsey, Nicholas Rescher & Ulrich Majer - 1995 - Studia Logica 54 (1):129-130.
     
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  17.  13
    Reviews. [REVIEW]Thomas Mormann, Maria Galavotti, Reinhard Siegmund-Schultze, Maria Reicher & Ulrich Majer - 2001 - Vienna Circle Institute Yearbook 8:329-360.
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  18.  8
    Das Verhältnis von Mathematik und Metaphysik in Kants Theorie der Naturwissenschaft.Ulrich Majer & Rainer Stuhlmann-Laeisz - 1975 - Grazer Philosophische Studien 1 (1):165-188.
    Der Beitrag der Mathematik zur Naturwissenschaft besteht darin, Erkenntnisse a priori von den Gegenständen der letzteren zu gewinnen und — unter der Voraussetzung, daß es überhaupt Empirisches g i b t -, die Existenz solcher Gegenstände a priori zu sichern. Die Aufgabe der Metaphysik ist es, besondere Begriffe zu bilden und die Prinzipien für deren mathematische Konstruktion zu entwickeln. Die so "metaphysischkonstruierten" Begriffe werden dann durch Angabe empirischer Modelle physikalisch interpretiert.
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  19.  10
    Weyls Kritik an Dedekinds Zahlbegriff.Ulrich Majer - 1992 - Dialectica 46 (2):141-149.
    ZusammenfassungZunächst wird Dedekinds Charakterisierung der Reihe der natürlichen Zahlen als einfaches unendliches System mittels des Begriffes der Kette vorgestellt und gezeigt, dass diese Charakterisierung einen grossen Vorteil, aber auch einen entscheidenden Nachteil hat: Der Vorteil besteht darin, dass bei Dedekind nicht mehr – wie noch bei Frege – die einzelne Zahl, sondern die ganze, unendliche Reihe der natürlichen Zahlen zum Gegenstand der logischen Analyse gemacht wird. Der Nachteil besteht darin, dass Dedekind die unendliche Reihe der Zahlen als fertig vorliegende Gesamtheit (...)
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  20. Das Unendliche-eine blosse Idee?Ulrich Majer - 1993 - Revue Internationale de Philosophie 47:319-341.
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  21.  9
    The “Axiomatic Method” and ItsConstitutive Rolein Physics.Ulrich Majer - 2014 - Perspectives on Science 22 (1):56-79.
    The dramatic development of physics in the twentieth century has thrown philosophy into a crisis regarding its self-image, from which today's philosophy has still not fully recovered.1 The crisis had two consequences or complementary manifestations: First, there was a gradual retreat of philosophy from the natural sciences. Because physics turned out to be an autonomous discipline, which aims at cognition of nature apparently totally independent of any kind of philosophy, "natural philosophy" as a particular branch of philosophy seemed superfluous. Second, (...)
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  22.  14
    Reflections on Spacetime — Foundations, Philosophy and History.Ulrich Majer & Heinz-Jürgen Schmidt - 1995 - Erkenntnis 42 (2):121-123.
  23.  3
    Husserl Between Frege’s Logicism And Hilbert’s Formalism.Ulrich Majer - 2009 - In Baltic International Yearbook of Cognition, Logic and Communication. pp. 1-21.
    The traditional view regarding the philosophy of mathematics in the twentieth century is the dogma of three schools: Logicism, Intuitionism and Formalism. The problem with this dogma is not, at least not first and foremost, that it is wrong, but that it is biased and essentially incomplete. 'Biased' because it was formulated by one of the involved parties, namely the logical empiricists - if I see it right - in order to make their own position look more agreeable with Intuitionism (...)
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  24.  2
    Ein Konstruktiver Begriff der Wahrheit.Ulrich Majer - 1994 - In Ulla Wessels & Georg Meggle (eds.), Analyomen / Analyomen: Proceedings of the 1st Conference "Perspectives in Analytical Philosophy". De Gruyter. pp. 225-240.
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  25.  1
    The Hilbert Edition: What is It and What is It Good For?Ulrich Majer - 2010 - Philosophia Scientiae 14 (1):141-152.
    The Mathematical Institute of the University of Göttingen and the Niedersächsische Staats- und Universitätsbibliothek together possess an impressive collection of documents by David Hilbert, perhaps the most important mathematicians of the period 1885-1930, and a very significant mathematical physicist. These holdings will be called here the Nachlaß of D. Hilbert in an extended sense. Besides letters and many other documents, the Nachlaß contains a vast collection of autographs and typescripts of lectures held by Hilbert across his whole career. The lecture (...)
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  26. Baltic International Yearbook of Cognition, Logic and Communication.Ulrich Majer - 2009
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  27. Paul Gochet, Introduction 249 Hourya Sinaceur, Du formalisme à la constructivité: le finitisme 251 Michael Detlefsen, Hilbert's Formalism 285 Yvon Gauthier, Hilbert et la logique interne des mathématiques 305. [REVIEW]Ulrich Majer, Jean-Paul Van Bendegem, Nelson Goodman & Catherine Elgin - 1993 - Revue Internationale de Philosophie 47:247.
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  28. The Hilbert Edition: What is It and What is It Good For?Ulrich Majer - 2010 - Philosophia Scientae 14:141-152.