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         Erdos Paul:     more books (62)
  1. Topics in the Theory of Numbers by Paul Erdos and Janos Suranyi, 2002
  2. Man Who Loved Only Numbers :ERDOS by Paul Hoffman, 1998-07-09
  3. Erdös, l'homme qui n'aimait que les nombres by Paul Hoffman, 2000-04-28
  4. How Does One Cut a Triangle? by Alexander Soifer, 2009-09-10
  5. Graph Theory and Combinatorics, 1988: Proceedings (Annals of Discrete Mathematics)

81. Paul Erdos
The TIMES. September 25, 1996. paul erdos. paul erdos, mathematician, died on September 20 aged 83. He was born on March 26, 1913.
http://www.ime.usp.br/~yoshi/ob-times.html
The TIMES
September 25, 1996
PAUL ERDOS
Paul Erdos, mathematician, died on September 20 aged 83. He was born on March 26, 1913. Paul Erdos was regarded by fellow mathematicians as the most brilliant, if eccentric, mind in his field. Because he had no interest in anything but numbers, his name was not well known outside the mathematical fraternity. He wrote no best-selling books, and showed a stoic disregard for worldly success and personal comfort, living out of a suitcase for much of his adult life. The money he made from prizes he gave away to fellow mathematicians whom he considered to be needier than himself. "Property is a nuisance," was his succinct evaluation. Mathematics was his life and his only interest from earliest childhood onwards. He became the most prolific mathematician of his generation, writing or co-authoring 1,000 papers and still publishing one a week in his seventies. His research spanned many areas, but it was in number theory that he was considered a genius. He set problems that were often easy to state, but extremely tricky to solve and which involved the relationships between numbers. He liked to say that if one could think of a problem in mathematics that was unsolved and more than 100 years old, it was probably a problem in number theory. In spite, or perhaps because of, his eccentricities, mathematicians revered him and found him inspiring to work with. He was regarded as the wit of the mathematical world, the one man capable of coming up with a short, clever solution to a problem on which others had laboured through pages of equations. He collaborated with so many mathematicians that the phenomenon of the "Erdos number" evolved. To have an Erdos number 1, a mathematician must have published a paper with Erdos. To have a number of 2, he or she must have published with someone who had published with Erdos, and so on. Four and a half thousand mathematicians have an Erdos number of 2.

82. MY BRAIN IS OPEN: The Mathematical Journeys Of Paul Erdos
MY BRAIN IS OPEN The Mathematical Journeys of paul erdos. Book MY BRAIN IS OPEN The Mathematical Journeys of paul erdos Customer Reviews
http://www.sciencesbookreview.com/MY_BRAIN_IS_OPEN_The_Mathematical_Journeys_of_
MY BRAIN IS OPEN: The Mathematical Journeys of Paul Erdos
MY BRAIN IS OPEN: The Mathematical Journeys of Paul Erdos

by Authors: Bruce Schechter
Released: 28 February, 2000
ISBN: 0684859807
Paperback
Sales Rank:
List price:
Our price: Book > MY BRAIN IS OPEN: The Mathematical Journeys of Paul Erdos > Customer Reviews: Average Customer Rating:
MY BRAIN IS OPEN: The Mathematical Journeys of Paul Erdos > Customer Review #1: Excellent! Engrossing, engaging, accessible tale of math

Schechter has done it again! I was eager to read his latest effort, having been delighted with his last book, The Path of No Resistance. In clear, elegant and witty prose, he has brought to life the European and mathematical world of Paul Erdos, and through careful biography and analysis has shed light on his fascinating, eccentric personality. The math in this book is remarkably clear; I finally understand the Monty Hall problem!!! I came away with a deepened understanding of the culture of Hungary and of mathematicians, and I was also moved by the books compassionate portrayal of an unusual life dedicated to truth, beauty, and support of fellow mathematicians. If you at all are interested in math or history, read this book!!!

83. Paul Erdos At Amazon
paul erdos at Amazon This page is updated on every visit current items always displayed Plus, you can browse any of Amazon s shops from here,
http://www.365deals.co.uk/a2j/paul_erdos.shtml
Paul Erdos at Amazon
This page is updated on every visit - current items always displayed
Plus, you can browse any of Amazon's shops from here
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84. Paul Erdös - Wikipedia, The Free Encyclopedia
O Connor and Robertson, Erdös , MacTutor biography http//wwwgroups.dcs.st-andrews.ac.uk/~history/Mathematicians/erdos.html; paul Hoffman, The man who
http://www.phatnav.com/wiki/wiki.phtml?title=Paul_Erdös

85. The Prime Glossary: Paul Erdös
paul Erdös (another Prime Pages Glossary entries). The Prime Glossary. paul Erdös was one of the greatest mathematicians of our century.
http://primes.utm.edu/glossary/page.php?sort=Erdos

86. Citations Of Paul Erdos
Citations of paul Erdös. Sorry citations currently not working. See the Forum Hosts for more details.,
http://clublet.com/c/c/why?r_citation=PaulErdos

87. 2004 Paul Erdos Lecture Series
paul Erdös Lecture Series. 2627 March 2004. Motivated by a theorem of van der Waerden, erdos and Turan formulated the following conjecture
http://www.people.memphis.edu/~bollobas/2004memoriallecture.html
Accommodation
Directions
Conference Speakers
Schedule ...
Home
26-27 March 2004
University of Memphis
Department of Mathematical Sciences
Memphis, TN 38152
www.msci.memphis.edu
2004 Memorial Lecture
Arithmetic Progressions
Friday, March 26, 2004
Federal Express Technology Building, 1st Floor, Zone Room

Rutgers University
Motivated by a theorem of van der Waerden, Erdos and Turan
formulated the following conjecture:
Is it true that for any fixed $k$, if we consider an infinite
sequence $S$ of non-negative integers of positive lower density,
then $S$ contains an arithmetic progression of $k$ terms?
An even stronger (favourite) conjecture of Erdos is that

For any fixed $k$, if we consider an infinite sequence
then $S$ contains an arithmetic progression of $k$ terms?

This later one would imply that there are arbitrary long
arithmetic progressions of primes.
We are going to discuss the history of this problem, including very recent and powerful recent results of Gowers, Solymosi, Naigle, Rodl, Schacht.

88. 2004 Paul Erdos Lecture Series
paul Erdös Lecture Series. 2627 March 2004. University of Memphis. 1130am My hopeless romances - some problems of erdos and Hajnal.
http://www.people.memphis.edu/~bollobas/conferencespeakers.html
Accommodation
Directions
Conference Speakers
Schedule ...
Home
26-27 March 2004
University of Memphis
Department of Mathematical Sciences
Memphis, TN 38152
www.msci.memphis.edu
Conference Speakers and Schedule
Friday, March 26, 1:00 - 3:30pm
Saturday, March 27, 9:30 - 4:00pm
Winfield Dunn Hall, Room 351
  • - The Ohio State University
  • -SZTAKI, Budapest, Hungary and the University of Memphis
  • Imre Leader - University of Cambridge, England
  • Jeno Lehel - University of Memphis
  • Tomasz Luczak - Adam Mickiewicz University and Emory University
  • Mike Plummer - Vanderbilt University
  • Gregory Sorkin - IBM, Yorktown Heights
  • Benjamin Sudakov -Princeton University
  • - Rutgers University
    Conference Schedule
    Friday, March 26, 2004
    Winfield Dunn Hall, Room 351
    Session 1
    Facilitator: Richard Schelp Tomasz Luczak
    The phase transition in the random-cluster model
    on the complete graph
    Mike Plummer
    Some recent work in three areas of matching theory Reception ...................................................................... 3:00pm
    Dunn Hall, Room 336
  • 89. Paul Erdos
    a topic from mathhistory-list paul erdos. post a message on this topic post a message on a new topic 30 Sep 1996 paul erdos, by
    http://mathforum.org/epigone/math-history-list/spendbounox
    a topic from math-history-list
    Paul Erdos
    post a message on this topic
    post a message on a new topic

    30 Sep 1996 Paul Erdos , by Samuel S. Kutler
    1 Oct 1996 Re: Paul Erdos , by Erica Voolich
    1 Oct 1996 Paul Erdos , by Samuel S. Kutler
    1 Oct 1996 Re: Paul Erdos , by Antreas P. Hatzipolakis
    1 Oct 1996 Re: Paul Erdos , by Keith Dennis
    1 Oct 1996 Re: Paul Erdos , by Glen Van Brummelen
    1 Oct 1996 Re: Paul Erdos , by Michael Josephy
    The Math Forum

    90. No Match For Paul Erdos
    No match for paul erdos. Sorry, the term paul erdos is not in the dictionary. Check the spelling and try removing suffixes like ing and -s .
    http://wombat.doc.ic.ac.uk/foldoc/foldoc.cgi?Paul Erdos

    91. Erdös, Paul
    encyclopediaEncyclopedia Erdös, paul, er dös Pronunciation Key. Erdös, paul , 1913–96, Hungarian mathematician, b. Budapest.
    http://www.factmonster.com/ce6/people/A0817558.html

    Encyclopedia

    Pronunciation Key
    number theory and combinatorics , an area of mathematics fundamental to computer science. See A. Baker et al., (1991); A. Thomason, Combinatorics, Geometry, and Probability (1997); K. Alladi et al., Analytic and Elementary Number Theory (1998); B. Schechter, My Brain Is Open (1998); P. Hoffman, The Man Who Loved Only Numbers The Columbia Electronic Encyclopedia,
    Erdogan, Recep Tayyip
    Erebus
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    92. David Hilbert And Paul Erdös Awards
    David Hilbert and paul Erdös Awards. 1994. Maria Falk de Losada, Colombia; Peter JO Halloran, Australia. 1996. Andy Liu, Canada. paul Erdös National Award.
    http://www.amt.canberra.edu.au/wfnmcaw.html
    David Hilbert and Paul Erdös Awards The World Federation of National Mathematics Competitions has created two international awards for mathematicians who have contributed to mathematics enrichment in their own countries or internationally. They are named after two mathematicians who have been among the most prominent in providing mathematical challenge in the twentieth century.
    David Hilbert International Award
    The David Hilbert International Award was established to recognise contributions of mathematicians which have played a significant role in the development of mathematical challenges at the international level and which have been a stimulus for the enrichment of mathematics learning. Each recipient of the award is selected by the Executive and Advisory Committee of the World Federation of National Mathematics Competitions on the recommendation of the WFNMC Awards Subcommittee.
    David Hilbert (1862-1943)
    David Hilbert was one of the most outstanding mathematicians of the modern era. At the International Congress of Mathematicians in Paris in 1900 he presented the now famous and inspirational 23 problems which he challenged twentieth century mathematicians to solve.

    93. ABOUT PAUL ERDÖS
    ABOUT paul ERDÖS. (An overview of the life of paul Erdös. paul Erdös left on September 20, 1996. Dying, in Erdösspeak, meant ceasing to do mathematics.
    http://bookbuzz.com/MBIO_About_Erdos.htm
    Home ShowIdeas.Com (sm) Search "THE BEST IN TRADITIONAL & ONLINE PUBLIC RELATIONS
    FOR PUBLISHERS & AUTHORS" Press Release Genesis of MY BRAIN IS OPEN Order from Amazon ABOUT PAUL ERDÖS (An overview of the life of Paul Erdös. This is not an excerpt from the book,
    My Brain Is Open: The Mathematical Journeys of Paul Erdös,
    but a separate article prepared by its author, Bruce Schechter) F OR OVER half a century, early in the morning or in the middle of the night, mathematicians in Budapest or Berkeley, Prague or Sydney have been summoned from their multi-dimensional dreams by a knock at the door. Their unexpected guest was a short, smiling man wearing thick glasses and an old suit. In one hand he held a small suitcase containing everything he owned, in the other a shopping bag stuffed with papers. It was Paul Erdös, one of the greatest mathematicians of the twentieth century, a man who lived in the space of Platonic Ideals and infinite beauty, who called no place on Earth home. Never one to waste time on formalities with work to be done, Erdös would announce to his host: "My brain is open!" For the next few days, brains open, Erdös and his host, with other mathematicians recruited as needed, would be off on a mathematical journey of problem, conjecture, theorem and proof. The goal of their journey was nothing less than Truth and Beauty. "If numbers aren't beautiful, I don't know what is," Erdös once remarked. While the pursuit of mathematical beauty was Erdös's only goal, his ideas inevitably have found practical applications. One of the small ironies of Erdös's life is that, although he never owned or used a computer, mathematics that he invented is the basis for modern computer science; although he never had a secret, his mathematics is used by those who invent secret codes.

    94. National Academy Of Sciences - Deceased Member
    National Academy of Sciences.
    http://www4.nationalacademies.org/nas/nasdece.nsf/(urllinks)/NAS-58MUU2?opendocu

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