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         Heyting Arend:     more detail
  1. Intuitionism, An Introduction: Third Revised Edition by Arend Heyting, 2011-01-20
  2. Constructivity in mathematics: Proceedings of the colloquium held at Amsterdam, 1957 (Studies in logic and the foundations of mathematics) by Arend Heyting, 1959
  3. Kolmogorov, Heyting and Gentzen on the intuitionistic logical constants *.: An article from: Crítica by Gustavo Fernandez Diez, 2000-12-01
  4. Semantical Investigations in Heyting's Intuitionistic Logic (Synthese Library) by Dov M. Gabbay, 1981-03-31
  5. ERKENNTNIS, Zugleich Annalen der Philosophie... BAND 2, HEFT 2-3, 1931; Bericht über die 2. Tagung für Erkenntnishlehre der exakten Wissenschaften Königsberg 1930 by Rudolf & Hans Reichenbach, eds. Arend Heyting, Johann von Neumann, Otto Carnap, 1931
  6. Mathematische Grundlagenforschung Intuitionismus-Beweistheorie by A. [Arend] HEYTING, 1980

61. Discourse
In The Intuitionist Foundations of Mathematics , arend heyting writes that mathematicsis a production of the human mind.4 Furthermore, intuitionism claims
http://www.usfca.edu/philosophy/discourse/8/bold2.html
Concepts on Mathematical Concepts By Tuvshe Bold I. Different schools on mathematical concepts Let's begin by investigating the intuitionist and the formalist positions. I will examine both of them simultaneously, because they really are the same theories as far as mathematical concepts are concerned. Their main difference lies in their views towards mathematical propositions. Both schools assure that mathematics are just inventions and do not inform us with anything about the world. Both take this approach to explain the absolute certainty of mathematics. Both reject the use of infinity. Mathematician L.E.J. Brouwer, leader of the intuitionists, admits this major similarity between the two schools and notes the difference as a disagreement on "where mathematical exactness exist...the intuitionist says: in the human intellect, the formalist says: on paper."3 This difference is not of much relevance for purposes of the present paper. Hence, I proceed on to examining their positions. In "The Intuitionist Foundations of Mathematics", Arend Heyting writes that mathematics is a production of the human mind.4 Furthermore, intuitionism claims mathematical propositions inherit their certainty from human knowledge that is based on empirical experience. Since, infinity cannot be experienced, the intuitionist refuses to push application of mathematics beyond finite. As Heyting declares that faith in transcendental existence, unsupported by concepts, must be rejected as a means of mathematical proof.5 Similarly, the leading formalist David Hilbert, in "The Foundations of Mathematics", writes that for logical inferences to be reliable it must be possible to survey these objects completely in their parts.6 Since there is no such "survey" for infinity a reliable inference can only be based on a finite system. According to the formalists, the whole of mathematics consists of only arbitrary rules like those of chess.

62. Yamada
heyting, arend. Intuitionism; an introduction. Amsterdam, NorthHolland,1956. viii,132 p. 22 cm. (Studies in logic and the foundations
http://www.lib.hit-u.ac.jp/service/bunko/yamada.htm
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63. ——?
heyting,arend,1983,“The intuitionist foundations of mathematics”,in Philosophyof Mathematics(second edition),edited by P?Benacerraf and H?Putnam
http://www.cass.net.cn/chinese/s14_zxs/chuban/zxyj/yjgqml/03/0307/014.htm

64. No Title
138 arend heyting. Disputation. 139 arend heyting. The intuitionist foundationof mathematics die intuinistische grundlegung der mathematik.
http://hjem.get2net.dk/eir/Documents/References/BibTex.html
References
A Theory of Objects . Springer, 1996. Alfred V. Aho, Ravi Sethi, and Jeffrey D. Ullman. Compilers - Principles, Techniques and Tools . Addison-Wesley, 1986. Christopher Alexander. Notes on the Synthesis of Form , chapter The Unselfconscious Process, The Selfconscious Process. Oxford University Press, New York, 1979. Christopher Alexander. The Timeless Way of Building , chapter A Pattern Language. Oxford University Press, New York, 1979. Henrik Reif Andersen. An introduction to binary decision diagrams. 1996. Department of Computer Science, Technical University of Denmark. D. M. Armstrong. Against 'ostrich' nominalism: A reply to michael devitt. In D.H.Mellor and Alex Oliver, editors, Properties , Oxford Readings in Philosophy. Oxford University Press, 1997. D. M. Armstrong. Properties. In D.H.Mellor and Alex Oliver, editors, Properties , Oxford Readings in Philosophy. Oxford University Press, 1997. Alessandro Artale, Enrico Franconi, Nicola Guarino, and Luca Pazzi. Part-whole relations in object-centered systems: An overview. ASP. An asp you can grasp: The abss of active server pages. ASP Tips.

65. Apparat Nr. 1 GW/GSW
Translate this page Intuitionismus In Mathematische Grundlagenforschung, Intuitionismus,Beweistheorie / arend heyting. - Berlin ua Springer, 1974.
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... Gesamtliste alphabetisch Sie sind angemeldet als gast KONTAKT Semesterapparat Nr. 1 - Lesesaal GW/GSW 1. Aufl., 1. [Dr.]. - Frankfurt am Main : Suhrkamp, 1992. - ISBN 3-518-28576-9 Signatur: HNL1080 (Im Bibliothekskatalog anzeigen...) Signatur: JSQV1093 (Im Bibliothekskatalog anzeigen...) Artikel aus Zeitschriften The Runabout Inference Ticket / A. N. Prior In: Analysis. - Oxford [u.a.] : Blackwell . - ISSN 0003-2638 1960, 21, S. 38 - 39 Volltext zu diesem Eintrag hier! Anti-realist Aporias / Neil Tennant In: Mind. - Oxford : Iniversity Press. - ISSN 0026-4423 - Signatur: 11/19 Z 9, 109 (2000), 436, S. 825 - 854 Volltext zu diesem Eintrag hier! Sprachspiel, Gebrauch und Bedeutung / Eike von Savigny In: Der Mensch als Mitmensch Signatur: JSQV1093 (Im Bibliothekskatalog anzeigen...) S. 35 - 69 Volltext zu diesem Eintrag hier! What Is a Theory of Meaning (II) In: The Seas of Language / Michael Dummett . - Oxford : Clarendon Press , 1993. - ISBN 0-19-824011-2

66. Bibliography For ``Practical Foundations Of Mathematics % Paul
Structural Operational Semantics}, publisher = {Wiley}, year = 1990, isbn = 0471927724}@book{heytingAint, author = {heyting, arend}, title = {Intuitionism
http://www.dcs.qmul.ac.uk/~pt/Practical_Foundations/prafm-ref.bib

67. Particularscience
Rudolf Carnap, arend heyting, and Johann von Neumann, Symposium on the Foundationsof Mathematics , in P. Benacerraf and H. Putnam (eds.), Philosophy of
http://www.pitt.edu/~rclifton/particularsciences.html
PHILOSOPHICAL ARTICLES ABOUT PARTICULAR SCIENCES (SOME SAMPLES) ANTHROPOLOGY: Dan Sperber, "Anthropology and Psychology: Towards an Epidemiology of Representations", in Explaining Culture: a Naturalistic Approach (Oxford: Blackwell 1996). BIOLOGY: Marc Lange, "Are There Natural Laws Concerning Particular Biological Species?", The Journal of Philosophy (1995) 430-451. William C. Wimsatt, "False Models as a Means to Truer Theories", in Nitecki and Hoffman (eds.) Neutral Models in Biology (Oxford: Oxford University Press 1987). Brian Skyrms, "Sex and Justice", in Evolution of the Social Contract (Cambridge: Cambridge University Press 1996). CHEMISTRY: Eric Scerri and Lee McIntyre, "The Case for the Philosophy of Chemistry", Synthese 111: 213-232, 1997. Jeffry L. Ramsey, "Molecular Shape, Reduction, Explanation, and Approximate Concepts", Synthese 111: 233-251, 1997. COMPUTER SCIENCE: Itamar Pitowsky, "The Physical Church Thesis and Physical Computational Complexity", Iyyun: A Jerusalem Philosophical Quaterly 39 (1990): 81-99. ECONOMICS: Milton Friedman, "The Methodology of Positive Economics", in Essays in Positive Economics (Chicago: University of Chicago Press 1953). Reprinted in Hahn and Hollis (eds.), Philosophy and Economic Theory (Oxford: Oxford University Press 1979).

68. MEDEDELINGEN VAN HET WISKUNDIG GENOOTSCHAP, 2001 Nr. 15
Provisional Programme 13.3013.45 Reception with tea, coffee 13.45-14.00 Introductionby the chairman of the arend heyting Foundation 14.00-15.00 F. Richman
http://www.wiskgenoot.nl/watbiedt/MedWG2001/nov1.txt

69. Bibast.html
28, 63113. 1981 arend heyting and his contribution to intuitionism,Nieuw Archief voor Wiskunde (3) 29, 123. 1981A (with J. Niekus
http://turing.wins.uva.nl/~anne/bibast.html

70. Collected Works
Freudenthal. Subject Mathematics. Added Entry heyting, A. (arend), 1898CALL NO QA267 B79 1990 AUTHOR Buchi, J. Richard. TITLE Works.
http://lib.nmsu.edu/subject/math/mbib.html
C OLLECTED W ORKS F M ATHEMATICIANS B IBLIOGRAPHY
CALL NO: QA3 A14 1881
AUTHOR: Abel, Niels Henrik, 1802-1829.
MAIN TITLE: OEuvres completes de Niels Henrik Abel.
EDITION: Nouv. ed., publiee aux frais de l'etat norve-gien par L. Sylow
PUBLISHER: Christiania [Sweden] Grondahl, 1881.
LOCATION: Branson
Material: 2 v. in 1. 28 cm.
Contents: t. 1. Memoires publies par Abel.t. 2. Memoires posthumes d'Abel
Subject: Mathematics. cm
Added Entry: Sylow, Peter Ludvig Mejdel, 1832-
Added Entry: Lie, Sophus, 1842-1899. CALL NO: QB3 A2 AUTHOR: Adams, John Couch, 1819-1892. MAIN TITLE: The scientific papers of John Adams Couch, edited by William Grylls
Adams, with a memoir by J. W. L. Glaisher. PUBLISHER: Cambridge, University press, 1896-1900. LOCATION: Branson V.1 and V.2
Material: 2 v. front. (port.) fold. map, facsims., diagr. 30 cm.
Contents: v. 1. Biographical notice, by J. W. L. Glaisher. [Original papers published by the author during his lifetime, 1844-1890, ed. by William Grylls Adams]v. 2. pt. 1. Extracts from unpublished manuscripts, ed. by Ralph Allen Simpson. pt. 2. Terrestial magnetism, ed. by William Grylls Adams.
Subject: Geomagnetism.

71. Auteurs
Herrero, Domingo Antonio Hertz, John A. heyting, arend Hibbard, Allen C. Hibbs,AR Hildebrand, Adolf J. Hildebrant, John A. Hillman, Jonathan A. Himenes Poso
http://www.math.univ-rennes1.fr/bibli/catalogue/HelpAut.htm&Range=0041
Auteurs Honsberger, Ross
Hooker, Clifford Alan
Hoor, K.
Hopgood, F. Robert A.
Horadam, Alwyn F.
Hordijk, Arie
Horn, Roger A.
Houlez, A.
Householder, Alston Scott
Hovanessian, Shahen A.
Howard, Ronald A. Huang, Ming-Deh A. Huber, Annette Huckleberry, Alan T. Huggett, Stephen A. Huisman, A. Huitson, Alan Hummel, Robert A. Hunt, G. A. Hurd, Albert Emerson Hurwitz, Adolf Husserl, Edmund Huxham, Fred A. Iacob, Andrei Iarrobino, Anthony A. Ibragimov, Il dar Abdulovich Idel'son, A. V. IHNE, M. A. Il'in, A. M. Iline, V.

72. Names
Helly Helmholtz Helson Hensel Hermite heyting Higman Hilbert Hill Hilton Hjelmslev Boltzman, Calderon, Drinfeld, Gelfand, Helmholtz, heyting, Kolmogorov, Milnor, Moore(RL), Schwartz
http://www.math.niu.edu/~rusin/known-math/98/MSC.names

73. Índice Alfabético - H
Translate this page Heyn o Hein, Pieter Pieterszoon Heyrovsky, Jaroslav Heyse, Paul von heyting, ArendHeywood, John Heywood, Thomas Hichens, Robert Smyte Hickok, James Butler
http://www.biografiasyvidas.com/biografia/h/index0010.htm
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H Heyn o Hein, Pieter Pieterszoon
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Heyse, Paul von

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74. Moviecity - Nederlands Grootste Aktuele Filmdatabase.
Jan Simon Minkema speelt de ouwe zemelaar Opa Knots, de jonge onderwijzer ArendVogel en De liedjes werden ingezongen door Hetty heyting en JanSimon Minkema
http://www.moviecity.nl/?page=film&ID=2806

75. Marielle's Acedemic Genealogy
I have traced them through here. Frits Vaandrager Jan Bergstra Dirk van DalenArend heyting Luitzen Brouwer Diederik Korteweg Johannes van der Waals
http://www.soe.ucsc.edu/~marielle/genealogy.html
One's doctoral advisor is one's academic parent. My scientific grandfathers are the following. I have traced them through here
Frits Vaandrager
Jan Bergstra
Dirk van Dalen
Arend Heyting
Luitzen Brouwer
Diederik Korteweg
Johannes van der Waals

76. Philosophy Of Mathematics Class Notes
Philosophy of Mathematics. Class Notes. PHL113. Dr. Carl Posy. Duke University. Fall 1992. Prepared by. Greg J. Badros. Table of Contents. Part I General Survey of Philosophy of Mathematics 1. I.1
http://www.cs.washington.edu/homes/gjb/doc/philmath.htm
Philosophy of Mathematics
Class Notes
PHL-113 Dr. Carl Posy Duke University Fall 1992
Prepared by Greg J. Badros Table of Contents Part I: General Survey of Philosophy of Mathematics 1 I.1 Prehistory of numbers 1 I.2 Greek Development of Math 2 2.1 Flowering of the Pythagoreans 3 2.2 Downfall of the Pythagoreans 3 2.3 Greek Reaction to the Downfall 4 I.3 Road to Non-Euclidean Geometry 12 3.1 Hilbert's axiomatization of Geometry 12 3.2 The Evaluation of non-Euclidean Geometry 13 I.4 History of the concept of a number 16 I.5 Conceptual Foundations of Mathematics 22 5.0 General Overview of Reactions to Berkeley 23 5.0.1 Kant's Philosophy of Mathematics 24 5.1.1 Introduction of the Notion of a Limit 25 5.1.2 Arithmetization of Mathematics 26 5.2 Cantor 29 5.3.1 Peano 33 5.3.2 Frege 34 I.6 Two of the Three Reactions to the Third Crisis 37 6.1 Platonistic Reaction 37 6.2 Hilbert's Program 40 Part II: Intuitionism, A Third Direction 46 II.1 General Introduction to Intuitionism 46 II.2 Intuitionist's Construction of the Natural Numbers 47 II.3 Intuitionist's Construction of the Real Numbers 47

77. Untitled
Philosophy of Mathematics. Class Notes. PHL113. Dr. Carl Posy. Duke University. Fall 1992. Prepared by. Greg J. Badros. From this website. Table of Contents. Part I General Survey of Philosophy of
http://www.nku.edu/~longa/classes/philmath/philmath.htm
Philosophy of Mathematics
Class Notes
PHL-113 Dr. Carl Posy Duke University Fall 1992
Prepared by Greg J. Badros From this website Table of Contents Part I: General Survey of Philosophy of Mathematics 1 I.1 Prehistory of numbers 1 I.2 Greek Development of Math 2 2.1 Flowering of the Pythagoreans 3 2.2 Downfall of the Pythagoreans 3 2.3 Greek Reaction to the Downfall 4 I.3 Road to Non-Euclidean Geometry 12 3.1 Hilbert's axiomatization of Geometry 12 3.2 The Evaluation of non-Euclidean Geometry 13 I.4 History of the concept of a number 16 I.5 Conceptual Foundations of Mathematics 22 5.0 General Overview of Reactions to Berkeley 23 5.0.1 Kant's Philosophy of Mathematics 24 5.1.1 Introduction of the Notion of a Limit 25 5.1.2 Arithmetization of Mathematics 26 5.2 Cantor 29 5.3.1 Peano 33 5.3.2 Frege 34 I.6 Two of the Three Reactions to the Third Crisis 37 6.1 Platonistic Reaction 37 6.2 Hilbert's Program 40 Part II: Intuitionism, A Third Direction 46 II.1 General Introduction to Intuitionism 46 II.2 Intuitionist's Construction of the Natural Numbers 47 II.3 Intuitionist's Construction of the Real Numbers 47

78. YUL Course Reserves Listings
Back to the Top. COURSE LAS 110A INSTRUCTOR GARFIELD, S. Leon Portilla, Miguel, The broken spears; the Aztec account of the conque ccl hr24 (1) F1230 L4613. Reed, Nelson. The Caste War of Yucatan /
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Leon Portilla, Miguel, The broken spears; the Aztec account of the conque ccl,hr24 (1) F1230 L4613
Reed, Nelson. The Caste War of Yucatan / Nelson Reed. ccl,hr24 (2) F1376 R44 (LC)
Schlesinger, Stephen C. Bitter fruit : the untold story of the American co ccl,hr24 (6) F1466.5 S34 (LC)
Degler, Carl N. Neither Black nor white; slavery and race relation ccl,hr24 (3) F2659 N4 D44
Stern, Steve J., 1951- Peru's Indian peoples and the challenge of Spanish ccl,hr24 (2) F3429.1 A9 S75 1982 (LC)
Mintz, Sidney Wilfred, 19 Worker in the cane; a Puerto Rican life history. ccl,hr24 (4) HD8039 S86 P9 M55
Mintz, Sidney Wilfred, 19 Worker in the cane; a Puerto Rican life history, b ccl,hr24 (2) HD8039 S86 P9 M55 1974
Jesus, Carolina Maria de. Child of the dark; the diary of Carolina Maria de ccl,hr24 (1) HN290 S33 J4713 1962 (LC) Jesus, Carolina Maria de. Child of the dark; the diary of Carolina Maria de ccl,hr24 (2) HN290 S33 J4713 1962A (LC)

79. Books
Dalenoort G.J. THE PARADIGM OF SELFORGANIZATION (Gordon Breach, 1989) A collection of articles from experts in various disciplines that all deal with autonomous systems.
http://www-ksl.stanford.edu/people/scaruffi/mind/part2.html
Damasio Antonio: DESCARTES' ERROR (G.P. Putnam's Sons, 1995) Davies Paul: GOD AND THE NEW PHYSICS (Penguin, 1982) The book surveys the mysteries of the universe, life, mind, cons- ciousness, particle physics by updating the debate to the theories of non-linear dynamics and self-organization. Davies Paul: ABOUT TIME (Touchstone, 1995) A popular introduction to relativistic and quantum time, roaming from big bang to black holes, speculating on time reversal and tachyons. Davies Paul: THE MIND OF GOD (Touchstone, 1993) Davies reviews quantum cosmological theories of the universe and recent mathematical advances to prove that there is still room for a God. A wealth of philosophical and scientific notions are mixed, related and compared. Davies investigates whether the universe can create itself, the relationship between the world of Mathematics and the physical world, Artificial Intelligence, etc. Davis Steven: CONNECTIONISM (Oxford University Press, 1992)

80. Editing Arend Heyting - Edit - Wikipedia, The Free Encyclopedia
Intuitionism Wikipedia, the free encyclopediaIntuitionism. (Redirected from Mathematical intuitionism). In the philosophyof mathematics, intuitionism, or neointuitionism (opposed
http://en.wikipedia.org/w/wiki.phtml?title=Arend_Heyting&action=edit

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