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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)

lists with details

1. Biographies Of Stephen Kleene
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4. Kleene, Stephen Cole Definition Of Kleene, Stephen Cole In The
   Kleene, Stephen Cole Stephen Kleene Kleene, Stephen Cole . Born Jan. 5, 1909, in Hartford, Conn. American logician and mathematician. Kleene received his Ph.D degree from Princeton  
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5. History Of Algorithms And Algorithmics
   The algorithmic theory of Kleene. Stephen C. Kleene (1943) defined his nowfamous thesis known as the Church-Turing Thesis . In this context  
   http://www.scriptol.com/programming/algorithm-history.php

6. Kleene, Stephen Cole Define Kleene, Stephen Cole At Dictionary.com
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7. Amherst College - Discussion And Encyclopedia Article. Who Is
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8. Kleene, Stephen Cole - Discussion And Encyclopedia Article. Who Is
   Kleene, Stephen Cole. Discussion about Kleene, Stephen Cole. Ecyclopedia or dictionary article about Kleene, Stephen Cole.  
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10. Chegg.com Mathematical Logic By Kleene, Stephen 0486425339
    Rent and Save a ton on Mathematical Logic by Kleene, Stephen Kleene, Stephen C. Kleene, Stephen Cole.ISBN 0486425339 EAN 9780486425337  
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11. Stephen Cole Kleene Biography Important Publications
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13. Kleene's Recursion Theorem Facebook
    lambda calculus /a for the same purpose as the first recursion theorem. /li /ul /p h2 References /h2 p ul li a href= /pages/w/108074585887416 Kleene, Stephen /a , On  
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14. Stephen Cole Kleene - Wikipedia, The Free Encyclopedia
    Kleene, Stephen Cole Alternative names Short description Date of birth January 5, 1909 Place of birth United States Date of death January 25, 1994 Place of death  
    http://en.wikipedia.org/wiki/Stephen_Cole_Kleene

15. Stephen Cole Kleene - Biography - The Biographicon
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17. Stephen Cole Kleene (American Mathematician) Related Articles
    Stephen Cole Kleene (American mathematician), Related Articles, Britannica Online Encyclopedia,  
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18. Category1909 Births - Wikipedia, The Free Encyclopedia
    Pages in category 1909 births The following 200 pages are in this category, out of 3,301 total. This list may not reflect recent changes .  
    http://en.wikipedia.org/wiki/Category:1909_births

19. Computability And Complexity (Stanford Encyclopedia Of Philosophy)
    Kleene, Stephen C., 1935, A Theory of Positive Integers in Formal Logic, American Journal of Mathematics, 57, Baltimore, 153173, 219-244. Kleene, Stephen C., 1950, Introduction  
    http://plato.stanford.edu/entries/computability/

20. Kleene, Stephen Cole
    Kleene, Stephen Cole (b. Jan. 5, 1909, Hartford, Conn., U.S.d. Jan. 25, 1994, Madison, Wis.), American mathematician and logician whose work on recursion theory helped lay  
    http://www.uv.es/EBRIT/micro/micro_710_47.html

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