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Volumn 57, Issue 2, 1996, Pages 233-252

Symbolic Mathematics and the Intellect Militant: On Modern Philosophy's Revolutionary Spirit

(1)  Page, Carl a  

a NONE

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EID: 0346342781     PISSN: 00225037     EISSN: None     Source Type: Journal    
DOI: 10.2307/3654097     Document Type: Article
Times cited : (4)

References (57)
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    • Lewis J. Beck, The Method of Descartes: A Study of the Regulae (Oxford, 1952); Frederick Van De Pitte, "Descartes' Mathesis Universalis," Archiv für Geschichte der Philosophic, 61 (1979), 154-74; Pamela Kraus, "From Universal Mathematics to Universal Method: Descartes' 'Turn' in Rule IV of the Regulae," Journal of the History of Philosophy, 21 (1983), 159-74.
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    • Jacob Klein, Greek Mathematical Thought and the Origin of Algebra, tr. Eva Brann (Cambridge, Mass., 1968), David R. Lachterman, The Ethics of Geometry: A Genealogy of Modernity (New York, 1989). See also A. G. Holland, "Shifting the Foundations: Descartes' Transformation of Ancient Geometry," Historia Mathematica, 3 (1976), 21-49; and Jacob Klein: Lectures and Essays, ed. Robert B. Williamson and Elliot Zuckerman (Annapolis, 1985). The question of how ontological reassessments count as paradigm shifts in mathematical science is addressed in Donald Gillies (ed.), Revolutions in Mathematics (Oxford, 1992). While this volume principally deals with how to assign historical meaning to the history of mathematics (including an excellent bibliography), the essays by Caroline Dunmore, "Metalevel Revolutions in Mathematics" and Jeremy Gray, "The Nineteenth-century Revolution in Mathematical Ontology" are the most congenial to the eidetic orientation of Klein and Lachterman.
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    • Jacob Klein, Greek Mathematical Thought and the Origin of Algebra, tr. Eva Brann (Cambridge, Mass., 1968), David R. Lachterman, The Ethics of Geometry: A Genealogy of Modernity (New York, 1989). See also A. G. Holland, "Shifting the Foundations: Descartes' Transformation of Ancient Geometry," Historia Mathematica, 3 (1976), 21-49; and Jacob Klein: Lectures and Essays, ed. Robert B. Williamson and Elliot Zuckerman (Annapolis, 1985). The question of how ontological reassessments count as paradigm shifts in mathematical science is addressed in Donald Gillies (ed.), Revolutions in Mathematics (Oxford, 1992). While this volume principally deals with how to assign historical meaning to the history of mathematics (including an excellent bibliography), the essays by Caroline Dunmore, "Metalevel Revolutions in Mathematics" and Jeremy Gray, "The Nineteenth-century Revolution in Mathematical Ontology" are the most congenial to the eidetic orientation of Klein and Lachterman.
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    • Jacob Klein, Greek Mathematical Thought and the Origin of Algebra, tr. Eva Brann (Cambridge, Mass., 1968), David R. Lachterman, The Ethics of Geometry: A Genealogy of Modernity (New York, 1989). See also A. G. Holland, "Shifting the Foundations: Descartes' Transformation of Ancient Geometry," Historia Mathematica, 3 (1976), 21-49; and Jacob Klein: Lectures and Essays, ed. Robert B. Williamson and Elliot Zuckerman (Annapolis, 1985). The question of how ontological reassessments count as paradigm shifts in mathematical science is addressed in Donald Gillies (ed.), Revolutions in Mathematics (Oxford, 1992). While this volume principally deals with how to assign historical meaning to the history of mathematics (including an excellent bibliography), the essays by Caroline Dunmore, "Metalevel Revolutions in Mathematics" and Jeremy Gray, "The Nineteenth-century Revolution in Mathematical Ontology" are the most congenial to the eidetic orientation of Klein and Lachterman.
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    • Jacob Klein, Greek Mathematical Thought and the Origin of Algebra, tr. Eva Brann (Cambridge, Mass., 1968), David R. Lachterman, The Ethics of Geometry: A Genealogy of Modernity (New York, 1989). See also A. G. Holland, "Shifting the Foundations: Descartes' Transformation of Ancient Geometry," Historia Mathematica, 3 (1976), 21-49; and Jacob Klein: Lectures and Essays, ed. Robert B. Williamson and Elliot Zuckerman (Annapolis, 1985). The question of how ontological reassessments count as paradigm shifts in mathematical science is addressed in Donald Gillies (ed.), Revolutions in Mathematics (Oxford, 1992). While this volume principally deals with how to assign historical meaning to the history of mathematics (including an excellent bibliography), the essays by Caroline Dunmore, "Metalevel Revolutions in Mathematics" and Jeremy Gray, "The Nineteenth-century Revolution in Mathematical Ontology" are the most congenial to the eidetic orientation of Klein and Lachterman.
    • (1985) Jacob Klein: Lectures and Essays
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    • Jacob Klein, Greek Mathematical Thought and the Origin of Algebra, tr. Eva Brann (Cambridge, Mass., 1968), David R. Lachterman, The Ethics of Geometry: A Genealogy of Modernity (New York, 1989). See also A. G. Holland, "Shifting the Foundations: Descartes' Transformation of Ancient Geometry," Historia Mathematica, 3 (1976), 21-49; and Jacob Klein: Lectures and Essays, ed. Robert B. Williamson and Elliot Zuckerman (Annapolis, 1985). The question of how ontological reassessments count as paradigm shifts in mathematical science is addressed in Donald Gillies (ed.), Revolutions in Mathematics (Oxford, 1992). While this volume principally deals with how to assign historical meaning to the history of mathematics (including an excellent bibliography), the essays by Caroline Dunmore, "Metalevel Revolutions in Mathematics" and Jeremy Gray, "The Nineteenth-century Revolution in Mathematical Ontology" are the most congenial to the eidetic orientation of Klein and Lachterman.
    • (1992) Revolutions in Mathematics
    • Gillies, D.1
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    • Jacob Klein, Greek Mathematical Thought and the Origin of Algebra, tr. Eva Brann (Cambridge, Mass., 1968), David R. Lachterman, The Ethics of Geometry: A Genealogy of Modernity (New York, 1989). See also A. G. Holland, "Shifting the Foundations: Descartes' Transformation of Ancient Geometry," Historia Mathematica, 3 (1976), 21-49; and Jacob Klein: Lectures and Essays, ed. Robert B. Williamson and Elliot Zuckerman (Annapolis, 1985). The question of how ontological reassessments count as paradigm shifts in mathematical science is addressed in Donald Gillies (ed.), Revolutions in Mathematics (Oxford, 1992). While this volume principally deals with how to assign historical meaning to the history of mathematics (including an excellent bibliography), the essays by Caroline Dunmore, "Metalevel Revolutions in Mathematics" and Jeremy Gray, "The Nineteenth-century Revolution in Mathematical Ontology" are the most congenial to the eidetic orientation of Klein and Lachterman.
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    • See John J. Cleary, "On the Terminology of 'Abstraction' in Aristotle," Phronesis, 30 (1985), 13-45.
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    • Emily Grosholz, Cartesian Method and the Problem of Reduction (Oxford, 1991), argues for an important qualification here regarding Descartes, that he is so seduced by symbolic generalization he fails to appreciate ontological heterogeneity in both the purely mathematical and the physical domains, mistakenly reducing to relations of discursive order what nonetheless absolutely requires an intuitive component for its accurate comprehension. This point does not, however, effect the distinction between eikonic and symbolic abstraction.
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    • Herbert Mehrtens, Moderne-Sprache-Mathematik: Eine Geschichte des Streits um die Grundlagen der Disziplin und des Subjekts formaler Systeme (Frankfurt am Main, 1990); Jean Van Heijenoort, From Frege to Gödel: A Source Book in Mathematical Logic (Cambridge, Mass., 1967), and Stephan Körner, The Philosophy of Mathematics: An Introductory Essay (London, 1960). See also Janet Folina, Poincaré and the Philosophy of Mathematics (London, 1992); and Mary Tiles, Mathematics and the Image of Reason (New York, 1991).
    • (1990) Moderne-Sprache-Mathematik: Eine Geschichte Des Streits Um Die Grundlagen der Disziplin und Des Subjekts Formaler Systeme
    • Mehrtens, H.1
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    • Herbert Mehrtens, Moderne-Sprache-Mathematik: Eine Geschichte des Streits um die Grundlagen der Disziplin und des Subjekts formaler Systeme (Frankfurt am Main, 1990); Jean Van Heijenoort, From Frege to Gödel: A Source Book in Mathematical Logic (Cambridge, Mass., 1967), and Stephan Körner, The Philosophy of Mathematics: An Introductory Essay (London, 1960). See also Janet Folina, Poincaré and the Philosophy of Mathematics (London, 1992); and Mary Tiles, Mathematics and the Image of Reason (New York, 1991).
    • (1967) From Frege to Gödel: A Source Book in Mathematical Logic
    • Van Heijenoort, J.1
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    • Herbert Mehrtens, Moderne-Sprache-Mathematik: Eine Geschichte des Streits um die Grundlagen der Disziplin und des Subjekts formaler Systeme (Frankfurt am Main, 1990); Jean Van Heijenoort, From Frege to Gödel: A Source Book in Mathematical Logic (Cambridge, Mass., 1967), and Stephan Körner, The Philosophy of Mathematics: An Introductory Essay (London, 1960). See also Janet Folina, Poincaré and the Philosophy of Mathematics (London, 1992); and Mary Tiles, Mathematics and the Image of Reason (New York, 1991).
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    • Herbert Mehrtens, Moderne-Sprache-Mathematik: Eine Geschichte des Streits um die Grundlagen der Disziplin und des Subjekts formaler Systeme (Frankfurt am Main, 1990); Jean Van Heijenoort, From Frege to Gödel: A Source Book in Mathematical Logic (Cambridge, Mass., 1967), and Stephan Körner, The Philosophy of Mathematics: An Introductory Essay (London, 1960). See also Janet Folina, Poincaré and the Philosophy of Mathematics (London, 1992); and Mary Tiles, Mathematics and the Image of Reason (New York, 1991).
    • (1992) Poincaré and the Philosophy of Mathematics
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    • Eugene Wigner, "The Unreasonable Effectiveness of Mathematics in the Natural Sciences," Communications on Pure and Applied Mathematics, 13 (1960), 1-14.
    • (1960) Communications on Pure and Applied Mathematics , vol.13 , pp. 1-14
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