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Uncle Petros and Goldbach's Conjecture Hardcover – February 19, 2000
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Apostolos Doxiadis
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Enhance your purchase
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Print length208 pages
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LanguageEnglish
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PublisherBloomsbury USA
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Publication dateFebruary 19, 2000
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Dimensions5.84 x 0.91 x 8.54 inches
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ISBN-101582340676
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ISBN-13978-1582340678
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Editorial Reviews
Amazon.com Review
'Your Uncle Petros cast pearls before swine; he took something holy and sacred and great, and shamelessly defiled it!' ... 'His gift, of course!' ... 'The great, unique gift that God had blessed him with, his phenomenal, unprecedented, mathematical talent! The miserable fool wasted it; he squandered it and threw it out with the garbage. Can you imagine it? The ungrateful bastard never did one day's useful work in mathematics. Never! Nothing! Zero!'Needless to say, such apoplexy only provokes the boy's curiosity, and what he eventually discovers is a story of obsession and frustration, of Uncle Petros's attempts at finding a proof for one of mathematics' great enigmas--Goldbach's Conjecture.
The innumerate may initially find this undramatic material for a novel. Yet Doxiadis offers up a beautifully imagined narrative, which reveals a rarefied world of the intellect that few people will ever enter, in which numbers are entirely animate entities, each possessed of "a distinct personality." Without ever alienating the reader, he demonstrates the enchantments of this art as well as the ambition, envy, and search for glory that permeate its apostles. Balancing the narrator's own awkward move into adulthood with the painful memories of his brilliant relative, Doxiadis shows how seductive the world of numbers can be, and how cruel a mistress. "A mathematician is born, not made," Petros declares--an inheritance that proves both a curse and a gift. --Burhan Tufail
From Scientific American
Petros Papachristos is of course the invention of Apostolos Doxiadis. But the story of his life is enriched with so many authentic details from history in general and from science in particular that one feels tempted to look him up in a biographic dictionary. Doxiadis manages to keep the reader's attention until the tragic end--but don't be misled: he implies that a first-tier mathematician either dies early or goes mad, referring to Cantor, Gödel and Uncle Petros. But this is definitely a biased selection. Gauss, Hilbert and lots of others lived to a ripe old age in complete mental health, and so far Andrew Wiles doesn't show the slightest sign of madness.
From Kirkus Reviews
Review
“A mathematical conjecture unsolved for two centuries; a mathematical genius uncle driven mad trying to solve it; an ambiguous relation with a mathematically-minded nephew; and acute human observation all come together in Uncle Petros to make a very funny, tender, charming and, to my mind, irresistible novel.” ―Oliver Sacks, M.D.
“The most dramatic book I've read all year, with ambition, betrayal and greedy self-sacrifice to rival anything you'd find in an opera.” ―Newsday
“A fascinating, captivating, intellectual joy ride...” ―Miami Herald
From the Publisher
"Paints a fascinating picture of how a mathematician could fall into a mental trap by devoting his efforts to a too difficult problem."--John Nash, Nobel Laureate, 1994, subject of A Beautiful Mind
"It is brilliantly written-a mathematical detective story of great charm-and it certainly succeeds in capturing much of the spirit of mathematical research."--Sir Michael Atiyah, winner of the Fields Medal and world-renowned mathematician
About the Author
Apostolos Doxiadis received a Bachelor's Degree in Mathematics from Columbia University in New York and a Master's Degree in Applied Mathematics from the Ecole Pratique des Hautes Etudes in Paris. He lives in Athens, Greece.
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Product details
- Publisher : Bloomsbury USA (February 19, 2000)
- Language : English
- Hardcover : 208 pages
- ISBN-10 : 1582340676
- ISBN-13 : 978-1582340678
- Item Weight : 1.05 pounds
- Dimensions : 5.84 x 0.91 x 8.54 inches
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Best Sellers Rank:
#1,916,356 in Books (See Top 100 in Books)
- #92,563 in Literary Fiction (Books)
- #165,365 in American Literature (Books)
- Customer Reviews:
About the author

Admitted to Columbia University when he was 15, Apostolos Doxiadis has studied mathematics at both undergraduate and graduate level. An internationally recognised expert on the subjects of mathematics and narrative, he has also worked in film and theatre, and is the author of the international bestsellers Uncle Petros and Goldbach's Conjecture and Logicomix.
Customer reviews
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One complaint that might confuse or befuddle readers without math skills is that the transcription in the Kindle edition is not 100% accurate. My *guess* is that a program scanned a manuscript and didn't *quite* pull it off. Two examples that illustrate the point involved superscripts not being interpreted correctly:
"The words that 299 (that's one half of 2^100)". Obviously, 299 is not half of 2 to the hundredth power. 2^99 is half of 2^100. The other one was when Harding was visiting Ramanujan in the hospital and commented that the license plate of a cab of 1729, which he didn't find very interesting. Ramanujan replied that it was interesting because it is the smallest number that can be described as the sum of 2 cubes in two ways. The footnote "clarified" this with:
1729 = 123 + 13 = 103 +93. You might tend to read that and think: Huh? Superscripts again: 1729 = 12^3 +1^3 = 10^3 + 9^3.
Those are, however, minor quibbles since I suspect most people reading this will have an interest in math and not get too freaked out by the apparent nonsense.
This book was the first in a long time that I read all at once. We often hear about "page-turners" and "I couldn't put it down". This book did that for me.
According to Wiki: “Goldbach's conjecture is one of the oldest and best-known unsolved problems in number theory and all of mathematics. It states: Every even integer greater than 2 can be expressed as the sum of two primes.” The fact that it is called a conjecture means that it is not much more than a guess. Is there a practical application for this conjecture? I do not know and no one in this book cares. What matters is that it represents to the right mathematical thinker a challenge. Solving or attempting to solve these kinds of problems have a history of producing secondary methodologies with some kinds of independent value, but this is settling for the invention of the ball bearing when your goal was to invent the automobile.
So much for the central narrative driver of the book. Nephew Papachritos becomes fascinated by his remote and disparaged, failed Uncle the one time mathematical prodigy, Petros. Risking his father’ wrath and later hisown future the Nephew immerses himself in an effort to comprehend the world of Math at its highest and most remote thinking. His purpose is less to achieve any great breakthroughs as to fully understand the motives and meaning of his uncle’s life.
Among the way we are introduced to great minds like G. H. Hardy, Kurt Godel, Bertrand Russell and Alan Turing. First their minds and later their fates as humans. For many the life at the forward edge of mathematical thinking ends young and their life as humans, punishing.
This is good story telling. You are invited to stretch your mind. Doxiadis asks you to enter the world of those who can think these kinds of thoughts, without forcing you to try and think at this level. Instead the real story is about the humans. What are their motives and what costs are they risking to follow where their brains take them?







