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Kleene Stephen: more books (25)

Mathematical Logic by Stephen Cole Kleene, 2002-12-18
Introduction to Metamathematics by Stephen Kleene, 1967-01-01
The Kleene Symposium: Proceedings of the Symposium Held June 18-24, 1978 at Madison, Wisconsin, U.S.A. (Studies in Logic and the Foundations of Mathematics, V. 101) by Stephen C. Kleene, Jon Barwise, et all 1981-06
Two Papers on the Predicate Calculus (Memoirs of the American Mathematical Society , Vol 1) by Stephen C. Kleene, Stephen C. Keene, 1997-07
Collected Works: Volume II: Publications 1938-1974 (Collected Works (Oxford)) by Kurt Gödel, 2001-06-21
Biography - Kleene, Stephen Cole (1909-1994): An article from: Contemporary Authors by Gale Reference Team, 2003-01-01
Collected Works: Volume I: Publications 1929-1936 (Collected Works (Oxford)) by Kurt Gödel, 2001-05-31
Sets, logic, and mathematical foundations by Stephen Cole Kleene, 1956
Mathematical logic by Stephen Cole Kleene, 1967
Introduction to mathematics by Stephen Cole Kleene, 1952
Formalized Recursive Functionals and Formalized Realizability (Amer Math Soc Memoir - # 89) by Stephen C. Kleene, 1969-06
Introduction to Mathematics;the University Series in Higher Mathematics by Stephen Cole Kleene, 1952
University of Wisconsin-madison Faculty: Stephen Cole Kleene, Eugene Wigner, Harrison Schmitt, Stanislaw Ulam, Henry Barnard, Harry Harlow
Stephen Cole Kleene: Algèbre de Kleene, Fonction Récursive, Théorème de Récursion de Kleene, Fermeture de Kleene, Théorème D'itération (French Edition)

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Stephen C Kleene Textbooks Textbooks & Books Price Comparison - Direct Textbook
stephen W. MooreLots of Good Books (Medicine) Books stephen W. Moore. Griffith, Kenneth Yoder, stephen W. Moore 10 July,2000. 2. Books Griffith s Instructions for Patients Book with CDROM.
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sunsite.dk/klee/klee_bio.htm; kleene, stephen wwwhistory.mcs.st-and.ac.uk/~history/Mathematicians/kleene.html;Klein, Felix www-history
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Extractions: random biography ! Any language Arabic Bulgarian Catalan Chinese (Simplified) Chinese (Traditional) Croatian Czech Danish Dutch English Estonian Finnish French German Greek Hebrew Hungarian Icelandic Indonesian Italian Japanese Korean Latvian Lithuanian Norwegian Polish Portuguese Romanian Russian Serbian Slovak Slovenian Spanish Swedish Turkish 401 biographies
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Translate this page kleene, stephen Cole Mathematical logic / stephen Cole kleene. -Mineola, NY Dover Publications, 2002. BU-SA ** ENS * QA 9 KLE.
http://www.unice.fr/BU/sophia/essino4.htm
Citations Introduction To Metamathematics - Kleene (ResearchIndex
Retrieving documents stephen Cole kleene. Introduction to Metamathematics. stephenkleene. Introduction to metamathematics. Van Nostrand, 1952.
http://citeseer.ist.psu.edu/context/169070/0
Encyclopedia4U - Stephen Cole Kleene - Encyclopedia Article
stephen Cole kleene. This article is licensed under the GNU Free DocumentationLicense. It uses material from the Wikipedia article stephen Cole kleene .
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Extractions: ENCYCLOPEDIA U com Lists of articles by category ... SEARCH : Stephen Cole Kleene January 5 January 25 ) was an American mathematician whose work at the University of Wisconsin - Madison helped lay the foundations for theoretical computer science . Kleene was best known for founding the branch of mathematical logic known as recursion theory together with Alonzo Church , Alan Turing and others; and for inventing regular expressions . By providing methods of determining which problems are soluble, Kleene's work led to the study of which functions are computable . The Kleene star Kleene's recursion theorem and the Ascending Kleene Chain are named after him. He also contributed to mathematical intuitionism as founded by Luitzen Egbertus Jan Brouwer Kleene was born in Hartford Connecticut USA . He received his bachelor of arts degree from Amherst College in . From 1930 to , he was a graduate student and research assistant at Princeton University , where he received his doctorate in mathematics in , supervised by Alonzo Church , for a thesis entitled A Theory of Positive Integers in Formal Logic . In 1935, he joined the UW-Madison mathematics department as an instructor. He became an assistant professor in
The Paradoxes Of Set Theory
New York Simon and Schuster. kleene, stephen Cole (1952). Introduction to Metamathematics.New York D. Van Nostrand Company, Inc. Richard, Jules (1905).
http://www.aug.edu/dvskel/Johnson1998.htm

Extractions: Georg Cantor created and largely developed set theory in approximately the latter quarter of the nineteenth century. Hardly had his work been completed before paradoxes began to appear. The first of the modern paradoxes was published by the Italian mathematician Cesare Burali-Forti (Burali-Forti, 1897, pp. 157-164) in the same year in which Cantor's last set-theoretical paper was published, 1897. The Burali-Forti paradox was apparently discovered earlier by Cantor himself (Fraenkel, 1930, p. 261). A paradox markedly similar to the Burali-Forti paradox is the Cantor paradox of 1899 (published posthumously in 1932) concerned with cardinal numbers (Fraenkel, 1930, p. 261). The Burali-Forti paradox was concerned with ordinal numbers. Since more readers are familiar with cardinal numbers than with ordinal numbers, the Cantor paradox will be stated. Consider the cardinal number of the set of all sets. Clearly this is the greatest possible cardinal number. But by a standard theorem of intuitive set theory, the set of all subsets of a set has a greater cardinal number then the set itself. Therefore, the cardinal number of the set of all subsets of the set of all sets is greater than the greatest possible cardinal number, an obvious contradiction. Whereas the Burali-Forti and Cantor paradoxes involve results of set theory, Bertrand Russell discovered in 1902 a paradox based on just the concept of set itself. The result was also discovered independently by Ernst Zermelo (Fraenkel and Bar-Hillel, 1958, p. 6). The paradox comes about by considering the set of all sets which have the property of not being members of themselves. For example, the set of all men is not a man, whereas the set of all sets is a set.
Université De Montréal, Département De Philosophie, PHI2005 - Logique 2 - Hiv
Translate this page Jeffrey, Richard C., 1991, Formal logic its scope and limits, New York McGrawHill. kleene, stephen Cole, Logique mathématique, Paris A. Colin.
http://www.philo.umontreal.ca/cours/syllabus/2003-2004/PHI2005.html

Extractions: Accueil Pour nous joindre Présentation Perspectives d'emploi ... Faculté des arts et des sciences - Département de philosophie Vendredi 8h30/11h30 - Jean-Pierre Marquis Bell, John L, 2001, Logical options: An introduction to classical and alternative logics, Peterborough : Broadview Pr Chellas, Brian F., 1980, Modal logic : an introduction, Cambridge : Cambridge University Press. Epstein, Richard L., 2000, Propositional Logics: The Semantic Foundations of Logic, New York : Thomson Learning. Hunter, Geoffrey, 1971, Metalogic: an introduction to the metatheory of standard first order logic, Berkeley : University of California Press. Jeffrey, Richard C., 1991, Formal logic: its scope and limits, New York : McGraw Hill. Read, Stephen, 1995, Thinking about Logic, Oxford : Oxford University Press. Pour commentaires ou informations : michel.seymour@umontreal.ca
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Manchester), England Died 4 Feb 1895 in Bowdon (near Manchester), England kleene,stephen Cole kleene Born 5 Jan 1909 in Hartford, Connecticut, USA Died 25
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Stephen Cole Kleene
Article on stephen Cole kleene from WorldHistory.com, licensed fromWikipedia, the free encyclopedia. Return Index stephen Cole kleene.
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Extractions: World History (home) Encyclopedia Index Localities Companies Surnames ... This Week in History Stephen Cole Kleene January 5 January 25 ) was an American mathematician whose work at the University of Wisconsin - Madison helped lay the foundations for theoretical computer science . Kleene was best known for founding the branch of mathematical logic known as recursion theory together with Alonzo Church regular expressions . By providing methods of determining which problems are solutionable, Kleene's work led to the study of which functions are computable . The Kleene star Kleene's recursion theorem and the Ascending Kleene Chain are named after him. He also contributed to mathematical intuitionism as founded by Luitzen Egbertus Jan Brouwer Kleene was born in Hartford Connecticut USA . He received his bachelor of arts degree from Amherst College in . From 1930 to , he was a graduate student and research assistant at Princeton University , where he received his doctorate in mathematics in , supervised by Alonzo Church , for a thesis entitled A Theory of Positive Integers in Formal Logic . In 1935, he joined the UW-Madison mathematics department as an instructor. He became an assistant professor in
Godel 1
74, Jørgensen, Jørge, 19321933. 75, kleene, stephen C. 1936, 1956,1965, 1975. 76, Kochen, Simon (includes discussion notes), 1965-1975.
http://libweb.princeton.edu/libraries/firestone/rbsc/aids/godel/godel1.html

Extractions: I. Personal and Scientific Correspondence, 1929-1978 Box/Folder Addison, John Miscellaneous "A" Behman, Heinrich Bernays, Paul: [See also Series XIII: Folders 6 and 7] Boone, William: January-May, 1958 June-August, 1958 n.d. Brutian, George A. Burks, Arthur Miscellaneous "B": T. R. Bachiller to Errett Bishop Max Black to Terrell Ward Bynum Carnap, Rudolf [See also Series XIV: Folder 1] Chang, C. C. Chomsky, Noam Chuaqui Kettlun, Rolando B. 1969-1972, n.d. Church, Alonzo Cohen, Paul J.: April 24-July 17, 1963 July 20-September 27, 1963 October 4-December 13, 1963 Miscellaneous "C": Ronald Calinger to D. V. Choodnovsky Jeffrey Cohen to Haskell B. Curry Davis, Martin: 1965, n.d. Dreben, Burton S. Miscellaneous "D" [Einstein, Albert: see Miscellaneous "E"] Ellentuck, Erik: Miscellaneous "E" Feferman, Solomon: Feigl, Herbert: Fisher, Edward R., Jr. Flexner, Abraham Ford, Lester R. (re: Friedburg, Robert Friedman, Harvey: Miscellaneous "F" Gandy, R. O. Grandjean, Burke 1957-1961, includes undated notes Miscellaneous "G" Halpern, James, includes discussion notes Hasenjaeger, G.
4Reference || Stephen Cole Kleene
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Extractions: Front Page Encyclopedias Dictionaries Almanacs ... Quotes Stephen Cole Kleene Stephen Cole Kleene January 5 January 25 ) was an American mathematician whose work at the University of Wisconsin - Madison helped lay the foundations for theoretical computer science. Kleene was best known for founding the branch of mathematical logic known as recursion theory together with Alonzo Church , Alan Turing and others; and for inventing regular expressions. By providing methods of determining which problems are soluble, Kleene's work led to the study of which functions are computable. The Kleene star Kleene's recursion theorem and the Ascending Kleene Chain are named after him. He also contributed to mathematical intuitionism as founded by Luitzen Egbertus Jan Brouwer . Kleene was born in Hartford, Connecticut United States . He received his bachelor of arts degree from Amherst College in . From 1930 to , he was a graduate student and research assistant at Princeton University , where he received his doctorate in mathematics in , supervised by Alonzo Church , for a thesis entitled A Theory of Positive Integers in Formal Logic . In 1935, he joined the UW-Madison mathematics department as an instructor. He became an assistant professor in
Interview Details
Interview Details Detail information for stephen kleene and J. Barkley Rosser Interviewcode OHI0022966. Narrator kleene, stephen C. Narrator Gender Male.
http://www.alexanderstreet6.com/orhi/orhi.detail.interviews.asp?id=5692
National Academy Of Sciences
Translate this page Kirkwood, John G. Kirtland, Jared P. Kistiakowsky, George B. kleene, StephenC. Klein, Felix. Kluckhohn, Clyde K. Kluver, Heinrich. Kluyver, Albert Jan.
http://www4.nationalacademies.org/nas/nasdece.nsf/urllinks/$$AlphaListK?OpenDocu
Books - Home Equity Stephen Solomon
Books Home Equity stephen Solomon. Books stephen Solomon. Handbook to Happiness(revision) by Charles R. Solomon, stephen F. Olford 01 November, 1999.
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Review: Stephen W. Moore
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