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Polya George:     more books (89)

The heuristic of George Polya and its relation to artificial intelligence (CMU-CS-81-133) by Allen Newell, 1981 How to Solve It: A New Aspect of Mathematical Method [HT SOLVE IT] by G.(Author) ; Polya, George(Author) Polya, 2004-04-30 Mathematical Discovery Vols. I and II by George Polya, 1962 Mathematical Discovery Volume 1 by George Polya, Isoperimetric inequalities in mathematical physics (Annals of mathematics studies series; no.27) by George Polya, 1951 Collected Papers 4 Volumes by George Polya, 1974-01-01 Mathematical Discovery, Vol. 1 and Vol. 2 (2 volumes) by George Polya, 1962

lists with details

81. ?(George Polya)
    The summary for this Chinese (Simplified) page contains characters that cannot be correctly displayed in this language/character set.  
    http://www.mathfan.com/Article/HTML/sxwh/sxzx/200405/229.html

82. KLI Theory Lab - Authors - George Polya
    KLI Theory Lab — Authors. back start page author index keyword index areas full text search. george polya ( ) . polya, G. 1954.  
    http://www.kli.ac.at/theorylab/AuthPage/P/PolyaG.html
    
    Extractions: George Polya Polya, G. Mathematics and Plausible Reasoning. Vol 1: Induction and Analogy in Mathematics. Vol. 2: Patterns of Plausible Inference. Princeton, NJ: Princeton University Press. [dtc] Submit your own bibliography Submit corrections and additions Send us other comments Comments are welcome: theorylab@kli.ac.at

83. The Random Walks Of George Polya
    The Random Walks of george polya. List price $31.95 Our price $31.95. Book The Random Walks of george polya Customer Reviews  
    http://www.history-europe.com/The_Random_Walks_of_George_Polya_0883855283.html
    
    Extractions: While George Polya is credited with coining the phrase "random walk", his journey through life was anything but random. Extremely influential in many areas of mathematics, his book, "How to Solve It" alone would have made a career. Like so many mathematical heavyweights of this century, his nationality was Hungarian. Given the number of mathematicians and their collective prolific output, Hungary must lead the world in per capita production of mathematical papers. Polyas first papers were published in 1912 and his last in 1987. The range of the work is just as impressive. Many concepts now considered standard mathematical fare were products of his genius. When reading this biography, you are struck by the features of human nature that he projects. Who else would talk about the list of the three nicest mathematicians that they ever met? Would anyone else dare to also talk about the three most unpleasant mathematicians that they ever encountered? His honesty when admitting that he was intimidated by John von Neumann show a level of humility that few people of his stature would ever acknowledge.

84. SULAIR: Mathematical & Computer Sciences Library: The Undergraduate Collection
    AUTHOR polya, george, 18871985. TITLE Complex variables by george polya and Gordon Latta. AUTHOR polya, george, 1887-1985.  
    http://www-sul.stanford.edu/depts/mathcs/collections/undergraduate.html
    
    Extractions: skip to main navigation Articles A-Z Humanities and Area Studies Engineering Social Sciences Interdisciplinary Government Numeric Data Archive of Recorded Sound Biology (Falconer) Bing Wing Business (Jackson) Eng.(Swain) Earth Sciences (Branner) East Asia Education (Cubberley) Engineering Government Docs. (Jonsson) Green Library Hoover Institution Information Center Lane Reading Room Law (Crown) Map Collections Marine Biology (Miller) Sciences Media and Microtext Medical (Lane) Meyer Music Physics Special Collections Social Science Social Science Resource Center Stanford Auxiliary Library SLAC Library MATHEMATICAL AND COMPUTER SCIENCES LIBRARY Printer-Friendly Research Help Collections ... About the Mathematical and Computer Sciences Library The Undergraduate Collection was a collection of classical mathematics books covering the history of mathematics, assembled by Professor Halsey L. Royden and Rebecca Lasher Wesley in the late 1980's. Professor Donald E. Knuth recommended additional books in the mathematical and computer sciences. At the time, Prof. Royden felt that all students of mathematics should become familiar with these works before they left Stanford. They are shelved in the book stacks by call number, and may sometimes be identified by a narrow (not round) bright green strip on the book's spine.

85. Librairie Eyrolles, The Random Walks Of George Polya : Le Livre De G.Alexanderso
    Translate this page The random walks of george polya. Gerald L. Alexanderson. The Mathematical Association of America. Caractéristiques. The random walks of george polya.  
    http://www.calindex.com/livre-sciences-techniques-culture-scientifique-personnal

86. How To Solve It By George Polya, Gyorgy Polya (Paperback)
    Buy How to Solve It by george polya, Gyorgy polya (Paperback) from home at our online store. Click here for reviews, product information  
    http://www.mathbook.com/m/History_Mathematics/How_to_Solve_It_0691023565.htm
    
    Extractions: This perennial best seller was written by an eminent mathematician, but it is a book for the general reader on how to think straight in any field. In lucid and appealing prose, it shows how the mathematical method of demonstrating a proof or finding an unknown can be of help in attacking any problem that can be "reasoned" outfrom building a bridge to winning a game of anagrams. Generations of readers have relished G. Polya's deftindeed, brilliantinstructions on stripping away irrelevancies and going straight to the heart of the problem.

87. Numbers In The Real World
    polya Process. george polya (18871985) was born in Hungary before moving to the US to teach at Brown University and Stanford University.  
    http://www.mathnotes.com/aw_polya.html
    
    Extractions: George Polya (1887-1985) was born in Hungary before moving to the US to teach at Brown University and Stanford University. Polya wrote many books and articles, including his well-known book: How to Solve It . You may have already heard of his problem-solving process in your math classes. His process involves four steps as listed below. He outlines numerous strategies for each step; some of which are also included below. Understand the problem. Most people need to read the problem several times. You may need to rewrite the problem in your own words. What is the missing information that is needed? What information given is not needed? Devise a plan. Make a list of information provided. Make a list of information needed. Draw diagrams. Make a table. Guess and check. Look for a pattern. Work a similar, simpler problem. Compare this problem to known problem types. Carry out the plan. Work carefully. Do not skip steps. Show all your work. Review your solution. [Look back.]

88. G. Polya, How To Solve It.
    polya, How to Solve It. Summary taken from G. polya, "How to Solve It", 2nd ed., Princeton University Press, 1957, ISBN 0691-08097-6. UNDERSTANDING THE PROBLEM. First. You have to understand the problem. What is the unknown?  
    http://www.math.utah.edu/~alfeld/math/polya.html

89. The Random Walks Of George Pólya
    The Random Walks of george Pólya. Gerald L. Alexanderson This is magnificent testament to the scientific legacy and versatility of george Pólya.. Manav Das in MAA Online  
    http://www.maa.org/pubs/books/rwp.html
    
    Extractions: Series: Spectrum Alexanderson is successful in depicting the many facets of Pólya’s life and thought, masterfully weaving together anecdotes, articles, letters, photographs, book reviews and research problems...This book is easily accessible and requires no prior knowledge or appreciation of mathematics. At the same time it is a rich resource for serious students of mathematics...This is magnificent testament to the scientific legacy and versatility of George Pólya.. ––Manav Das in MAA Online In the first half of this charming book Gerald Alexanderson, presents a insightful portrait of George Pólya, the great teacher. In the second half of the book, Alexanderson assembles eight papers that describe Pólya's contribution to various fields. George Pólya enjoyed the esteem of the mathematical community not only for his deep and influential contributions in a variety of mathematical fields, but also for his groundbreaking work in the teaching of mathematics. His standing in the latter area could rest solely on his having written one of the most widely read books in mathematics, the still-popular How to Solve It.

90. Polya
    http://www.sciences-en-ligne.com/momo/chronomath/chrono1/Polya.html

91. George Pólya Lecturers
    The Mathematical Association of America s george Pólya Lecturers. To further this goal, the george Pólya Lectureship was created in 1991.  
    http://www.maa.org/Awards/polyalecturers.html
    
    Extractions: Search MAA Online MAA Home List of Lecturers Steven Rudich, Carnegie Mellon University I. Martin Isaacs, University of Wisconsin David Bressoud, Macalester College Edward Burger, Williams College Georgia Benkart, University of Wisconsin Joseph A. Gallian, University of Minnesota, Duluth Colin Adams, Williams College Laszlo Babai, University of Chicago and Eotvos University Underwood Dudley, DePauw University Robert Osserman, Stanford University Carl Pomerance, University of Georgia Patricia K. Rogers, York University John H. Ewing, Indiana University

92. Discusión:George Polya - Enciclopedia Libre
    Translate this page Versión para imprimir Aviso Legal. No has entrado Registrarse/Entrar Ayuda. DiscusiónGeorge polya. Artículo de la Enciclopedia Libre Universal en Español.  
    http://enciclopedia.us.es/index.php/Discusión:George_Polya

93. G.Polya - Problemlösning
    G. polya. Problemlösning. En handbok i rationellt tänkande. Originalets titel How to Solve It översättning och vetenskaplig granskning  
    http://www.abc.se/~m9847/polya/

94. National Academy Of Sciences - Deceased Member
    National Academy of Sciences.  
    http://www4.nationalacademies.org/nas/nasdece.nsf/(urllinks)/NAS-58MUFB?opendocu

95. BLK
    http://blk.mat.uni-bayreuth.de/material/literatur/kommentare/allgemein/polya3.ht

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