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Husserl Edmund - Science and the life-world: essays on Husserls Crisis of European sciences

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Husserl Edmund Science and the life-world: essays on Husserls Crisis of European sciences

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Science, intentionality, and historical background / David Woodruff Smith -- The Lebenswelt in Husserl / Dagfinn Fllesdal -- The origin and significance of Husserls notion of the Lebenswelt -- Ulrich Majer -- Husserl on the origins of geometry / Ian Hacking -- The crisis as philosophy of history / David Carr -- Science, history, and transcendental subjectivity in Husserls Crisis / Michael Friedman -- Universality and spatial form / Rodolphe Gasch -- Husserl, history, and consciousness / Eva-Maria Engelen -- Science, philosophy, and the history of knowledge : Husserls conception of a life-world and Sellarss manifest and scientific images / Michael Hampe -- On the historicity of scientific knowledge : Ludwik Fleck, Gaston Bachelard, Edmund Husserl / Hans-Jrg Rheinberger -- Foucault, Cavaills, and Husserl on the historical epistemology of the sciences / David Hyder -- Concepts, facts, and sedimentation in experimental science / Friedrich Steinle.;This work is a collection of essays on Husserls Crisis of European Sciences by leading philosophers of science and scholars of Husserl.

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Table of Contents Acknowledgments The editors would like to thank Antje - photo 1
Table of Contents

Acknowledgments

The editors would like to thank Antje Radeck and Josephine Fenger for their organizational help, Leona Geisler for her invaluable assistance in preparing the manuscript, and Jean-Luc Greenwood and Lucas Jurkovic for their handling of the bibliographical research. They would also like to thank Cathy Brown for her superb copyediting and Cynthia and Robert Swanson for the index. They are grateful to the criticisms and suggestions of an anonymous referee, as well as for support from the University of Ottawa and the Max Planck Institute for the History of Science in Berlin.

REFERENCE MATTER

Notes
Introduction

Husserliana , Briefwechsel IX , pp. 12829, tr. Engelen.

Compare this to Friedrich Steinles suggestion that it is far more common in the experimental sciences than Husserl seems to think.

On Foucault, see David Hyders contribution to this volume.

See Rheinbergers and Gaschs contributions to this volume.

Chapter 1

See (Smith, 2006) and (2002b) on the unity of theory in Husserls Logical Investigations .

See (Smith, 2006) on Husserls theory of constitution and its background in the mathematical notion of a manifold and early mathematical logic, all relevant to Carnaps program.

See (Smith, 2006) and (1995) on this perspectivist reading of Husserls transcendental idealism; see (Smith, 2006) and (Smith and McIntyre, 1982) on the reconstruction of Husserls theory of intentionality in a realist, perspectivist scheme aligned with logical-semantic theory.

(Carnap, 1928, 5) following Friedmans translation in (Friedman, 1999, 134), except for putting constitution theory for constitutional theory.

(Carnap, 1928, 1516, 66). See also (Friedman, 1999, 130) as well as (1999, 176).

Chapter 2

Reprinted with permission of Acta Philosophica Fennica , originally published in 1990, in Language, Knowledge, and IntentionalityPerspectives on the Philosophy of Jaakko Hintikka , Acta Philosophica Fennica 49:12343. This article springs from a project on Husserls phenomenology on which I worked as a fellow of the Wissenschaftskolleg, Berlin, in 198990. I gratefully acknowledge this support.

Simmel conceives of the Lebenswelt as aufgebaut (constructed) and also writes that das religise Leben schafft die Welt (religious life creates the world) (1912, 12, my emphases). Hugo von Hofmannsthal used the term even earlier, in his introduction to the Insel edition of Thousand and One Nights (1908), where he wrote: What would these poems be, what would they mean to us, if they did not emerge from a life-world. This life-world is incomparable, suffused with an infinite joyousness, ... that brings and binds everything together ... (Was wren diese Gedichte, was wren sie uns, wenn sie nicht aus einer Lebenswelt hervorstiegen. Unvergleichlich ist diese Lebenswelt, und durchsetzt von einer unendlichen Heiterkeit, ... die alles durcheinanderschlingt, alles zueinanderbringt ... ) (von Hofmannsthal 1951, 319, tr. Hyder).

See (Merleau-Ponty, 1945, 108n), where he refers to the second volume of the Ideas . In the Preface (1945, vii), Merleau-Ponty mentions that he also has studied the manuscript of Husserls Crisis . See (van Breda, 1962), as well as David Carrs English translation of the Crisis , p. xxx, notes 20 and 21, and (Sommer, 1990, 84n70).

See (Fllesdal, 1982, 55369).

Letter quoted in (Kern, 1964, 276n).

Husserl, Preface to the Gibson translation of Ideas I . Here from ( Husserliana V , 152.32153.5), my translation.

This example came up in conversations with David Wellbery.

The manuscript dates from 1917 but was copied during the first half of the 1920s, and it is possible that the word Lebenswelt came in then.

I have changed Kerstens translation slightly. See ( Husserliana III , 158.1319) for the original.

Again, the translation was slightly modified. See ( Husserliana III , 161.1518) for the original.

See, for example, ( Crisis 34e, 36), ( Husserliana VI , 134, 143, 462).

Carrs translation, slightly amended. See ( Husserliana VI , 143.2930) for the original.

Chapter 3

These lectures will be printed shortly in (Hilbert 2009).

See my joint paper with T. Sauer (2006, 21333).

Chapter 4

Husserl in slippers.

For references to these and other uses of the word style in this tradition, see the opening pages of my Style for Historians and Philosophers (Hacking, 1992, 120). My own theoretical use of the concept style of scientific reasoning is adapted from A. C. Crombie on styles of scientific thinking, much cited in my article. Geoffrey Lloyd, as quoted in the Primal Beginning section above, presumably wrote of styles of mathematical reasoning well aware of that discussion.

See his contribution to this volume.

(Wertheim, 2004).

The classic account is found in (Courant and Robbins, 1941) and many later editions.

I take the idea of a physicists tool kit from (Krieger, 1992). When I went to Google to check this reference, I typed in the words physicist tool kit. My first hit was The Official String Theory Web Site, which begins by answering the question What is theoretical physics? with an account of the calculus of variations, Euler and Lagrange.

Cf. note 2 above.

Chapter 5

See ( The Origin of Geometry , p. 370).

Chapter 7

First published in Rodolphe Gasch, 2009, Europe, or The Infinite Task: A Study of a Philosophical Concept (Stanford, CA: Stanford University Press).

This Husserlian caveat is important in many respects: It suggests, in particular, that the very attempt to found Europe upon the Greek idea of philosophy as universal science, and in terms of a universal community, cannot take place in a merely historical fashion. To invoke the tradition in this context, without questioning it critically, is to go against what the very idea of philosophy requires.

The navet of Greek philosophy is that of its objectivism, but, as Husserl points out, it is of a different kind than that of the modern sciences. See (Ausdruck. Welt Sinn auflegen, Husserliana XXIX , pp. 16162).

Beilage XXII. Ontologie der Lebenswelt, Ontologie der Menschen, Husserliana VI , p. 483, my translation. See also, Beilage XV. Das europische Menschentum in der Krisis der europischen Kultur. I, Husserliana VI , p. 455.

For further distinction between imaginary ideality of the morphological type in the pre-geometrical life world and the ideality of pure geometry, see also (Derrida, 1978, 12226, 133).

Husserl makes the distinction when he writes: What arises first is the idea of continuation which is repeatable with unconditional generality, with its own self-evidence, as a freely thinkable and self-evident possible infinity, rather than the open endlessness [of imperfect but perfectible subjective representations of, for example, an individual thing]: rather than finite iteration, this is iteration within the sphere of the unconditional again-and-again, of what can be renewed with ideal freedom ( Crisis , Appendix V, p. 346).

For the connection between idealization, objectification, and method, see ( Crisis , Appendix V , p. 348).

In the appendix to the Crisis on The Origin of Geometry , it is made clear that the very formal-logical self-evidence of all the geometrical propositions that Galileo inherited relieved him from the need to reactivate the actual, that is, the truth-meaning, of geometry ( Origin of Geometry , pp. 36667).

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