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Erdos Paul:     more books (62)

Topics in the Theory of Numbers by Paul Erdos and Janos Suranyi, 2002 Man Who Loved Only Numbers :ERDOS by Paul Hoffman, 1998-07-09 Erdös, l'homme qui n'aimait que les nombres by Paul Hoffman, 2000-04-28 How Does One Cut a Triangle? by Alexander Soifer, 2009-09-10 Graph Theory and Combinatorics, 1988: Proceedings (Annals of Discrete Mathematics)

lists with details

81. Erdos, Paul
    erdos, paul 0611-2001, ostatnia aktualizacja 12-08-2002 1822 Numer 0 We wrzesniu1996 r. Warszawie w wieku 83 lat zmarl na atak serca paul erdos, jeden z  
    http://www1.gazeta.pl/nauka/1,34157,524315.html

82. Science News Online - Ivars Peterson's MathLand - Archives - 6/15/96
    Ivars. June 15, 1996. Groups, Graphs, and paul erdos. Grossman, JW 1996.paul erdos The master of collaboration (preprint). Hoffman, P. 1987.  
    http://www.sciencenews.org/sn_arch/6_15_96/mathland.htm
    
    Extractions: June 15, 1996 Groups, Graphs, and Paul Erdos Many people have the impression that mathematical research is largely a solitary pursuit. They imagine a mathematician squirreled away in some dingy garret, lonely wilderness cabin, or sparsely furnished cubicle, oblivious to everyday concerns and focused on a single problem, scribbling inscrutable equations across scraps of paper and thinking long and hard before emerging with a eureka and a proof. The dramatic announcement in 1993 by Andrew Wiles that he had proved Fermat's Last Theorem appeared to belong to this category of discovery. Wiles had virtually separated himself from the rest of the mathematical community for nearly 8 years to work on this problem. Only a select few were aware of what he was trying to accomplish. Yet Wiles had relied heavily on the previous work of other mathematicians who had tackled the same problem. He had occasionally tested his ideas on a few trusted experts in areas of mathematics relevant to his approach. And when reviewers later discovered a flaw in his original chain of logic, he obtained help from one of his former graduate students, Richard Taylor, to fill in the gap and complete the proof. At the same time, the relative isolation that Wiles sought is certainly not the rule in mathematical research. Doing mathematics is really a remarkably social process. The abundance of meetings, conferences, workshops, colloquia, seminars, and other gatherings of mathematicians attests to the importance of collaboration. Electronic communication speeds and facilitates such interaction.

83. Paul Erdos
    Translate this page paul Erdös Matemático de Leyenda. Dr. paul Erdös (1913-1996).Pablo Meyer. Las leyendas se construyen por sí solas, se crean  
    http://cofradia.org/~aavelar/html/algorit/paulerdos.html
    
    Extractions: Pablo Meyer. Las leyendas se construyen por sí solas, se crean y se propagan de boca a oído, llevadas por el viento del murmullo. Nadie sabe bien de dónde vino la primera voz, el primer ojo o el primer oído que describió lo sucedido. "Se dice que...", "por ahí cuentan...", "oí decir...", son siempre las primeras palabras cuando se relata una leyenda. Yo comenzaré mi relato, para seguir la tradición, del mismo modo: Aunque era húngaro, hace mucho tiempo que vivía en el país de las matemáticas (¿existirá?), recorriendo el mundo de congreso en congreso. Era realmente alguien especial. En nuestro siglo donde las matemáticas han sido fuertemente dominadas por los "doctores teóricos", él fue un príncipe resolviendo problemas, y un absoluto monarca planteándolos. Algunos lo llaman el "Euler de nuestro tiempo". Para concentrarse plenamente en su trabajo, Erdös se deshizo de las cargas cotidianas de la vida: encontrar un lugar donde vivir, comprar comida, firmar cheques. "La propiedad perjudica" decía. Sus colegas se encargaban de él, le prestaban dinero, lo alojaban, le daban de comer, le compraban ropa y hasta pagaban sus impuestos. A cambio, él los alimentaba con nuevas ideas y retos, con problemas por resolver y brillantes maneras de abordarlos. El doctor Laszlo quien lo conocía bien, decía "sus amigos lo quieren ciegamente, devolviéndole como pueden la luz que él trae a sus casas y oficinas". Erdös donaba la mayor parte del dinero que ganaba (dando conferencias) a sus estudiantes. Ya fuese para ayudarlos o para premiar la solución de algún problema que les hubiese planteado.

84. Erdos Number Page
    paul erdos (from the film N is a Number A Portrait of paul erdos, by George paulCsicsery), Those of us familiar with publishing scientific papers in journals  
    http://www.loni.ucla.edu/~thompson/ERDOS/erdo.htm
    
    Extractions: Many of Erdos's mathematical collaborators were prolific themselves. This situation has led many mathematicians to say 'I have an Erdos Number of 2', meaning they wrote a paper with someone who had once written a paper with the great Erdos. Anyone who writes a paper with someone with an Erdos Number of 2 receives an Erdos number of 3, and so on. Small Erdos numbers are very prestigious, possessed by only the world's most brilliant mathematicians, making 'Erdos Numbers' an entertaining topic at mathematical cocktail parties, and the subject of some careful, but light-hearted, study. Prompted by my mathematician friend, Richard Green (who has an Erdos number of 3) , I recently discovered that I had an Erdos number of (details below, for anyone interested), as do many other members of the

85. My Brain Is Open : The Mathematical Journeys Of Paul Erdos; Bruce Schechter
    For example, one chapter has paul erdos explaining a simple proof to the nonmath-literatewife of a colleague. The Mathematical Journeys of paul erdos.  
    http://www.besttextbooks.com/mathematics2.htm

86. Combinatorics, Geometry And Probability : A Tribute To Paul Erdos
    Combinatorics, Geometry and Probability A Tribute to paul erdos. bypaul erdos (Editor), Andrew Thomason (Editor) See More Details.  
    http://www.hallmathematics.com/pure_mathematics/570.shtml
    
    Extractions: Paul Erd^D"os, is one of the greatest and most famous living mathematicians, known the world over for his brilliant ideas and stimulating questions. Many leading combinatorialists have here contributed articles to celebrate his 80th birthday. Erd^D"os himself gives a survey of recent progress made on his favourite problems. Consequently this volume, comprised of in-depth studies, provides a valuable panorama across the breadth of combinatorics as it is today.

87. Paul Erdos
    The summary for this Korean page contains characters that cannot be correctly displayed in this language/character set.  
    http://www.chosun.ac.kr/~ongmi/heart/paul.htm
    
    Extractions: ±×´Â »õº® 4½ Ä£±¸ÀÇ Ä§½Ç¿¡ À¸½º··°Å¸®¸ç µé¾î¿Í Ä£±¸ÀÇ µÎ³ú°¡ ¿­·Á ÀÖ´À³Ä(brain is open)°í ¹°¾ú´Ù. ±×°ÍÀº ÀÚ½ÅÀÇ ¸Ó¸®°¡ ¿­·ÁÁ® ÀÖÀ¸´Ï ÁöÀûÅä·ÐÀ» ÇÒ Áغñ°¡ µÇ¾î ÀÖ´Ù´Â °ÍÀ» ÀüÁ¦ÇÑ´Ù. ±×ÈÄ ÇÏ·ç ȤÀº ÀÌƲ °É·Á¼­ ±× ÁÖÀΰú ¿¬±¸¸¦ ÇÑ ÈÄ ±×°¡ µûºÐÇØ Çϰųª ÁÖÀÎÀÌ ÇÇ°ïÇÏ¸é ±×´Â ¶Ç ´Ù¸¥ ¼öÇÐÀÚ¸¦ £¾Æ ¶°³µ´Ù°ï ÇÑ´Ù.

88. Sci.math: Frequently Asked Questions [3/3]
    Ron Graham has the smallest, nonzero, erdos number. Why people care aboutit? Nobody seems to have a reasonable answer Who is paul erdos?  
    http://www.csc.fi/math_topics/Mail/FAQ/msg00023.html
    
    Extractions: Subject Prev Subject Next Subject Index Subject : sci.math: Frequently Asked Questions [3/3] From alopez-o@maytag.uwaterloo.ca (Alex Lopez-Ortiz) Date : Thu, 16 Jun 1994 02:05:44 GMT Newsgroups sci.math sci.answers news.answers Prev by Subject: sci.math: Frequently Asked Questions [2/3] Next by Subject: sci.math: Introduction to Frequently Asked Questions Index(es): Subject

89. Kat. Aplikovane Matematiky
    erdos, paul Nesetril, Jaroslav - Rodl, Vojtech A remark on Pisier type theoremsInCongressus Numerantium, roc. 113, 1996, s. 101-109, puvodni clanek.  
    http://www.karlin.mff.cuni.cz/knihovna/publik96/publ6.htm

90. N Is A Number: A Portrait Of Paul Erdos On VHS George Paul Csicsery
    N Is a Number A Portrait of paul erdos A man with no home and no job,paul erdos was the most prolific mathematician who ever lived.  
    http://www.buyindies.com/listings/2/6/FCTS-26792.html

91. DMANET: Conference In Memory Of Paul Erdos'99
    Conference in memory of paul erdos'99. DMANET (dmanet@math.utwente.nl) Tue, 17 Nov1998 185706 +0100 paul erdos and his Mathematics. Budapest, July 411, 1999.  
    http://mat.gsia.cmu.edu/DMANET/DEC3199/0834.html

92. DMANET: Paul Erdos And His Mathematics
    paul erdos and his Mathematics. DMANET Plenary lectures These will beexpository lectures on particular areas of paul erdos' work. We  
    http://mat.gsia.cmu.edu/DMANET/DEC3199/0905.html

93. Warp Zone - Button Men (Battlemat)
    Battlemat created by SpinDisc, http//www.randomdice.com/games/buttonmen/. paul ErdosButton Brains, Player Tournament Game nr Opponent Win Lose Tie Notes  
    http://www.randomdice.com/games/buttonmen/battlemat.asp?characterid=320

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