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  1. Philosophy of Arithmetic: Psychological and Logical Investigations—With Supplementary Texts From 1887–1901, by Edmund Husserl, English Translation and Introduction by Dallas Willard. [REVIEW]David Kasmier - 2005 - Journal of the British Society for Phenomenology 36 (1):97-99.
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  2. The Role of the Perceptual World in the Husserlian Theory of the Sciences.Gilbert T. Null - 1976 - Journal of the British Society for Phenomenology 7 (1):56-59.
  3. La Fundierung Selon Gian-Carlo Rota. Une Option Dynamique Pour la Phénoménologie.Albino Attilio Lanciani - 2017 - Revue de Synthèse 138 (1-4):177-194.
    Le concept de Fundierung est introduit dans la IIIe Recherche Logique de Husserl et, malgré sa fonctionnalité apparente, il n’est pratiquement plus utilisé dans la suite de son oeuvre. En revanche, ce concept manifeste une puissance latente que le travail de Gian-Carlo Rota permet d’exalter. Entre les mains du mathématicienphilosophe, la Fundierung devient l’un des piliers fondamentaux d’une logique phénoménologique encore in fieri. Une logique qui voudrait prendre ses distances tant avec la « logique philosophique » traditionnelle qu’avec la « (...)
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  4. De la Combinatoire Algébrique À la Phénoménologie.Frédéric Patras - 2017 - Revue de Synthèse 138 (1-4):151-175.
    Gian-Carlo Rota a su concilier un travail mathématique exemplaire et des recherches philosophiques largement inspirées par la phénoménologie husserlienne. Son œuvre philosophique nous semble avoir de fait deux composantes : l’une s’intéresse majoritairement à des phénomènes universels. L’autre se déploie de façon plus subtile en filigrane de ses travaux mathématiques ; sans être thématisée comme telle – comme contribution philosophique –, elle alimente très lar-gement l’aura de Rota dans la communauté mathématique et justifie le rôle qu’il y joue de père (...)
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  5. Le Projet Husserlien de Réforme de Al Logique Et Ses Prolongements Chez Gian-Carlo Rota.Carlos Lobo - 2017 - Revue de Synthèse 138 (1-4):105-150.
    RésuméGian-Carlo Rota est l’un des rares grands mathématiciens de la deuxième moitié du XX e siècle dont l’intérêt pour la logique formelle soit aussi ouvertement déclaré et ne se soit jamais démenti, depuis sa formation d’étudiant à Princeton jusqu’à ses derniers écrits. Plus exceptionnel encore, il fait partie des rares lecteurs assidus de Husserl à s’être aperçu que la phé-noménologie poursuivait un projet de réforme de la logique formelle. L’article propose d’attester l’existence d’un tel projet chez Husserl ; d’en examiner (...)
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  6. Husserl Between Frege’s Logicism And Hilbert’s Formalism.Ulrich Majer - 2008 - The Baltic International Yearbook of Cognition, Logic and Communication 4.
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  7. Radical Besinnung in Formale Und Transzendentale Logik.Mirja Hartimo - 2018 - Husserl Studies 34 (3):247-266.
    This paper explicates Husserl’s usage of what he calls “radical Besinnung” in Formale und transzendentale Logik. Husserl introduces radical Besinnung as his method in the introduction to FTL. Radical Besinnung aims at criticizing the practice of formal sciences by means of transcendental phenomenological clarification of its aims and presuppositions. By showing how Husserl applies this method to the history of formal sciences down to mathematicians’ work in his time, the paper explains in detail the relationship between historical critical Besinnung and (...)
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  8. Husserl on Completeness, Definitely.Mirja Hartimo - 2018 - Synthese 195 (4):1509-1527.
    The paper discusses Husserl’s notion of definiteness as presented in his Göttingen Mathematical Society Double Lecture of 1901 as a defense of two, in many cases incompatible, ideals, namely full characterizability of the domain, i.e., categoricity, and its syntactic completeness. These two ideals are manifest already in Husserl’s discussion of pure logic in the Prolegomena: The full characterizability is related to Husserl’s attempt to capture the interconnection of things, whereas syntactic completeness relates to the interconnection of truths. In the Prolegomena (...)
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  9. The Inapplicability of Husserlian Mereology for the Regional Ontology of Quantum Chemical Wholes.Marina P. Banchetti - forthcoming - In Essays in Honor of Thomas Seebohm. Dordrecht, Netherlands:
  10. Il Virtuale Della Fenomenologia Nella Fisica: Temporalità E Cinestesi Alla Prova Della Teoria Della Relatività. Dai Manoscritti di Einstein E Husserl.Mastrobisi Giorgio Jules - 2017 - Scienza E Filosofia 18:31-61.
    THE VIRTUAL OF PHENOMENOLOGY IN PHYSICS. THE THEORY OF RELATIVITY LIKE PROOF BENCH OF TEMPORALITY AND KINAESTHESIA. FROM EINSTEIN AND HUSSERL’S MANUSCRIPTS The search for objective knowledge purports to aim at a reality independent of our experience of it, but we find ourselves dependent upon our sense experience as the only possible access to this purportedly independent reality that is the object of science. Husserl’s phenomenological point of view reveals how this aim is understandable, and, as the major developments in (...)
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  11. Weyl's Conception of the Continuum in a Husserlian Transcendental Perspective.Stathis Livadas - 2017 - Studia Philosophica Estonica 10 (1):99-124.
    This article attempts to broaden the phenomenologically motivated perspective of H. Weyl's Das Kontinuum in the hope of elucidating the differences between the intuitive and mathematical continuum and further providing a deeper phenomenological interpretation. It is known that Weyl sought to develop an arithmetically based theory of continuum with the reasoning that one should be based on the naturally accessible domain of natural numbers and on the classical first-order predicate calculus to found a theory of mathematical continuum free of impredicative (...)
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  12. Husserl on Symbolic Technologies and Meaning-Constitution: A Critical Inquiry.Peter Woelert - 2017 - Continental Philosophy Review 50 (3):289-310.
    This paper reconstructs and critically analyzes Husserl’s philosophical engagement with symbolic technologies—those material artifacts and cultural devices that serve to aid, structure and guide processes of thinking. Identifying and exploring a range of tensions in Husserl’s conception of symbolic technologies, I argue that this conception is limited in several ways, and particularly with regard to the task of accounting for the more constructive role these technologies play in processes of meaning-constitution. At the same time, this paper shows that a critical (...)
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  13. Husserl and Gödel’s Incompleteness Theorems.Mirja Hartimo - 2017 - Review of Symbolic Logic 10 (4):638-650.
    The paper examines Husserl’s interactions with logicians in the 1930s in order to assess Husserl’s awareness of Gödel’s incompleteness theorems. While there is no mention about the results in Husserl’s known exchanges with Hilbert, Weyl, or Zermelo, the most likely source about them for Husserl is Felix Kaufmann (1895–1949). Husserl’s interactions with Kaufmann show that Husserl may have learned about the results from him, but not necessarily so. Ultimately Husserl’s reading marks on Friedrich Waismann’s Einführung in das mathematische Denken: die (...)
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  14. Leila Haaparanta, ed., Mind, Meaning and Mathematics. Essays on the Philosophical Views of Husserl and Frege. [REVIEW]Author unknown - 1995 - Tijdschrift Voor Filosofie 57 (4):760-760.
  15. Leila Haaparanta, ed., Mind, Meaning and Mathematics. Essays on the Philosophical Views of Husserl and Frege. [REVIEW]F. Patras - 1997 - Archives de Philosophie 60 (3):433.
  16. No Longer the Cave of History: Knowing the Universal in Context.Andrew W. Lamb - 2002 - International Philosophical Quarterly 42 (1):41-62.
    This essay argues against David Carr’s relativism by clarifying the in principle requirements appropriate to non-relative truths and showing that de facto differences of conceptual frameworks threaten none of them. Non-relative truths are not threatened by history. This defense of non-relative truth belongs to a larger defense of Husserlian “science” that shows how essences, even those “delivered” by history, have a universal “governance” and can be affirmed in nonrelative truths-as such science requires. If history also allows the other qualities of (...)
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  17. Husserl’s Phenomenological Theory of Logic and the Overcoming of Psychologism.Allen S. Hance - 1987 - Philosophy Research Archives 13:189-215.
    By tracing the general evolution of HusserI’s theory of logic and mathematics, this essay explores Husserl’s identification and strategic overcoming of the two forms of psychologism--Iogical psychologism and transcendental psychologism--that bar the way to rigorous phenomenological inquiry. In the early works “On the Concept of Number” and the Philosophie der Arithmetik Husserl himself falls victim to a particular form of logical psychologism. By the time of the Logical Investigations this problem has been dealt with: the method of eidetic intuition enables (...)
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  18. Das Mittelmeer Als Handelnde Person der Geschichte: Wie Die Klima­Tisch-Geographische Lebenswelt Menschen Und Religionen Prägt.Christoph Auffarth - 2016 - Zeitschrift für Religionswissenschaft 24 (2):213-220.
    Name der Zeitschrift: Zeitschrift für Religionswissenschaft Jahrgang: 24 Heft: 2 Seiten: 213-220.
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  19. Can We Experience Nature in the Lifeworld? An Interrogation of Husserl’s Notion of Lifeworld and its Implication for Environmental and Educational Thinking.Ruyu Hung & Andrew Stables - 2008 - Indo-Pacific Journal of Phenomenology 8 (sup1):1-8.
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  20. El Concepto de Lebenswelt : Seminario Permanente de Fenomenología.Mari Carmen López Sáenz, Jorge Uscatescu Barrón, Sergio Sánchez Benítez, Jesús Miguel Díaz Álvarez & Pablo Hermida Lazcano - 1995 - Investigaciones Fenomenológicas 1:147.
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  21. Blumenberg’s Thinking as a Phenomenological Heresy and the Lifeworld as an Impossible Metaphor.Giuseppe Menditto - 2015 - Dialogue and Universalism 25 (3):75-85.
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  22. Rhetoric, Narrative, and the Lifeworld.Alan G. Gross - 2010 - Philosophy and Rhetoric 43 (2):118.
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  23. The Lebenswelt of Lancelot Lamar.Joseph P. Natoli - 1981 - Journal of Phenomenological Psychology 12 (2):63-74.
  24. Husserl and Hilbert on Completeness, Still.Jairo Jose Silva - 2016 - Synthese 193 (6):1925-1947.
    In the first year of the twentieth century, in Gottingen, Husserl delivered two talks dealing with a problem that proved central in his philosophical development, that of imaginary elements in mathematics. In order to solve this problem Husserl introduced a logical notion, called “definiteness”, and variants of it, that are somehow related, he claimed, to Hilbert’s notions of completeness. Many different interpretations of what precisely Husserl meant by this notion, and its relations with Hilbert’s ones, have been proposed, but no (...)
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  25. Husserl and Hilbert on Completeness, Still.Jairo Jose da Silva - 2016 - Synthese 193 (6):1925-1947.
    In the first year of the twentieth century, in Gottingen, Husserl delivered two talks dealing with a problem that proved central in his philosophical development, that of imaginary elements in mathematics. In order to solve this problem Husserl introduced a logical notion, called “definiteness”, and variants of it, that are somehow related, he claimed, to Hilbert’s notions of completeness. Many different interpretations of what precisely Husserl meant by this notion, and its relations with Hilbert’s ones, have been proposed, but no (...)
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  26. Syntactic Reduction in Husserl’s Early Phenomenology of Arithmetic.Mirja Hartimo & Mitsuhiro Okada - 2016 - Synthese 193 (3):937-969.
    The paper traces the development and the role of syntactic reduction in Edmund Husserl’s early writings on mathematics and logic, especially on arithmetic. The notion has its origin in Hermann Hankel’s principle of permanence that Husserl set out to clarify. In Husserl’s early texts the emphasis of the reductions was meant to guarantee the consistency of the extended algorithm. Around the turn of the century Husserl uses the same idea in his conception of definiteness of what he calls “mathematical manifolds.” (...)
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  27. The Transcendence and Non-Discursivity of the Lifeworld.Wing-Chung Ho - 2008 - Human Studies 31 (3):323-342.
    This paper points to two little-discussed interrelated features—among sociologists—about the nature of the lifeworld (Lebenswelt): that the experience of transcendence is an essential component of human actions, and that lived experience (Erlebnis) is founded on the non-discursivity of the lifeworld, i.e., the pre-predicative background expectancies from which the discursive arises. I examine the intellectual route of Alfred Schutz who developed his mundane lifeworld theory from appropriating Edmund Husserl’s notions of appresentation and apperception. Harold Garfinkel later extended Schutz’s concept of lifeworld (...)
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  28. 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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  29. On the Edge of Non-Contingency: Anecdotes and the Lifeworld.P. Fleming - 2012 - Télos 2012 (158):21-35.
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  30. Gödel’s Philosophical Program and Husserl’s Phenomenology.Xiaoli Liu - 2010 - Synthese 175 (1):33-45.
  31. Weyl’s Appropriation of Husserl’s and Poincar“s Thought.Richard Feist - 2002 - Synthese 132 (3):273-301.
    This article locates Weyl's philosophy of mathematics and its relationship to his philosophy of science within the epistemological and ontological framework of Husserl's phenomenology as expressed in the "Logical Investigations" and "Ideas". This interpretation permits a unified reading of Weyl's scattered philosophical comments in "The Continuum" and "Space-Time-Matter". But the article also indicates that Weyl employed Poincaré's predicativist concerns to modify Husserl's semantics and trim Husserl's ontology. Using Poincaré's razor to shave Husserl's beard leads to limitations on the least upper (...)
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  32. Gödel And The Intuition Of Concepts.Richard Tieszen - 2002 - Synthese 133 (3):363-391.
    Gödel has argued that we can cultivate the intuition or 'perception' of abstract concepts in mathematics and logic. Gödel's ideas about the intuition of concepts are not incidental to his later philosophical thinking but are related to many other themes in his work, and especially to his reflections on the incompleteness theorems. I describe how some of Gödel's claims about the intuition of abstract concepts are related to other themes in his philosophy of mathematics. In most of this paper, however, (...)
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  33. Phenomenology, Logic, and the Philosophy of Mathematics.Richard Tieszen - 2005 - Cambridge University Press.
    Offering a collection of fifteen essays that deal with issues at the intersection of phenomenology, logic, and the philosophy of mathematics, this 2005 book is divided into three parts. Part I contains a general essay on Husserl's conception of science and logic, an essay of mathematics and transcendental phenomenology, and an essay on phenomenology and modern pure geometry. Part II is focused on Kurt Godel's interest in phenomenology. It explores Godel's ideas and also some work of Quine, Penelope Maddy and (...)
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  34. Objectivity, Science, and Society: Interpreting Nature and Society in the Age of the Crisis of Science.Paul A. Komesaroff - 1986 - Routledge.
    Originally published in 1986. This work remains of compelling interest to those concerned with the natural sciences and their social problems. It puts forward original and unorthodox ideas about the philosophy of and sociology of science, starting from the conviction that modern societies face deep problems arising from unresolved dilemmas about the meaning, content and technical applications of the theories of nature they employ. The book draws on insights developed within a variety of traditions to explore these problems, especially the (...)
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  35. Heidegger's Interpretation of Mathematical Science in the Light of Husserl's Concept of Mathematization in the Krisis.Ladislav Kvasz - 2013 - Philosophia Naturalis 50 (2):337-363.
    There are many interpretations of the birth of modern science. Most of them are, nevertheless, confined to the analysis of certain historical episodes or technical details, while leaving the very notion of mathematization unanalyzed. In my opinion this is due to a lack of a proper philosophical framework which would show the process of mathematization as something radically new. Most historians assume that the world is just like it is depicted by science. Thus they are not aware of the radical (...)
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  36. Kritik der Neuzeitlichen Naturwissenschaft: Phänomenologie in der Alternative Zwischen Husserl Und Heidegger.Ismail El Mossadeq - 1995 - Brill | Rodopi.
    Erst in Husserls und Heideggers Spätzeit rückt die kritische Besinnung auf das gegenwärtige, durch die Herrschaft der naturwissenschaftlich-technischen Rationalität geprägte Zeitalter ins Zentrum ihres Denkens. Der eigentliche Ursprung dieser Besinnung liegt aber in dem phänomenologischen Denkweg, den beide Philosophen von früh an beschritten haben. Nur weil sie der Urmaxime der Phänomenologie Zu den Sachen selbst! verpflichtet waren, konnte ihnen eine Wissenschaftsanalyse gelingen, durch die sich die wissenschaftliche Erkenntnis als ein abgeleitetes Verhalten des Menschen gegenüber den Dingen herausstellt, das auf ein (...)
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  37. The Lifeworld and the System of the Sciences: First Steps Toward a Phenomenological Epistemology.Thomas Seebohm & Thomas M. Seebohm - 2015 - In Thomas Seebohm & Thomas M. Seebohm (eds.), History as a Science and the System of the Sciences. Springer Verlag.
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  38. Essays on Gödel’s Reception of Leibniz, Husserl, and Brouwer.Robert Tragesser, Mark van Atten & Mark Atten (eds.) - 2015 - Springer Verlag.
    We compare Gödel’s and Brouwer’s explorations of mysticism and its relation to mathematics.
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  39. III. Die Lebenswelt Als Primitive Welt.Stephan Strasser - 1964 - In Phänomenologie Und Erfahrungswissenschaft Vom Menschen: Grundgedanken Zu Einem Neuen Ideal der Wissenschaftlichkeit. De Gruyter. pp. 82-91.
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  40. Phenomenology of Natural Science.Lee Hardy & Lester E. Embree - 1992
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  41. Lebenswelt and Techno-Science: Husserl’s Crisis of the European Sciences Reconsidered.Patrick Roney - unknown - Yeditepe'de Felsefe (Philosophy at Yeditepe) 2.
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  42. Leila Haaparanta. Mind, Meaning and Mathematics. Essays on the Philosophical Views of Husserl and Frege. [REVIEW]Frédéric Patras - 1997 - Archives de Philosophie 60 (3):433.
  43. Gerd Brand's "Die Lebenswelt". [REVIEW]Samuel L. Hart - 1972 - Philosophy and Phenomenological Research 32 (4):589.
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  44. Kurt Lewin, Wissenschaftstheorie I. [REVIEW]Barry Smith - 1983 - History and Philosophy of Logic 4 (2):235-238.
  45. Des Projets Fondationnels de Husserl Et de Frege a la Perspective de Wittgenstein.Mamadou Djibo - 1996 - Dissertation, University of Ottawa
    Cette these divisee en trois parties, comporte deux caracteristiques essentielles: ; Elle comporte une teneure mathematique: des progres accomplis entre 1870 et 1914 par les mathematiciens au sein des savoirs que sont l'analyse infinitesimale, l'algebre, la geometrie etc. ont conferre une place sui generis a l'algebre. Sa redefinition va integrer des objets quelconques et non plus seulement les simples techniques du calcul litteral. Aussi certains mathematiciens observerent un desinteret pour ces calculs au profit d'une reflexion theorique autour du mot d'ordre (...)
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  46. Mind, Meaning and Mathematics. Essays on the Philosophical Views of Husserl and Frege, by Leila Haaparanta. [REVIEW]Jocelyn Benoist - 1995 - Tijdschrift Voor Filosofie 57 (4):760.
  47. Die phänomenobgische Frage nach dem Ursprung der mathematisch-naturwissenschaftlichen Raumauffassung bei Husserl und Heidegger.Günther Neumann - 2000 - Tijdschrift Voor Filosofie 62 (4):773-774.
  48. The Identity of the Logical Proposition: A Study in Genetic Phenomenology.Giuseppina Chiara Moneta - 1969 - Dissertation, New School for Social Research
  49. A. Schütz Und T. Luckmann, "Strukturen der Lebenswelt", Band 2. [REVIEW]R. Hitzler - 1986 - Husserl Studies 3 (2):175.
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  50. R.S. Tragesser, "Husserl and Realism in Logic and Mathematics". [REVIEW]D. Willard - 1988 - Husserl Studies 5 (1):69.
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