Uncle Petros and Goldbach's Conjecture: A Novel of Mathematical Obsession

( 7 )

Overview

In the tradition of Fermat's Last Theorem and Einstein's Dreams, a novel about mathematical obsession.

Petros Papachristos devotes the early part of his life trying to prove one of the greatest mathematical challenges of all time: Goldbach's Conjecture, the deceptively simple claim that every even number greater than two is the sum of two primes. Against a tableau of famous historical figures-among them G.H. Hardy, the self-taught Indian genius Srinivasa Ramanujan, and a young ...

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Uncle Petros and Goldbach's Conjecture: A Novel of Mathematical Obsession

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Overview

In the tradition of Fermat's Last Theorem and Einstein's Dreams, a novel about mathematical obsession.

Petros Papachristos devotes the early part of his life trying to prove one of the greatest mathematical challenges of all time: Goldbach's Conjecture, the deceptively simple claim that every even number greater than two is the sum of two primes. Against a tableau of famous historical figures-among them G.H. Hardy, the self-taught Indian genius Srinivasa Ramanujan, and a young Kurt Godel-Petros works furiously to prove the notoriously difficult conjecture. Decades later, his ambitious young nephew drives the defeated mathematician back into the hunt to prove Goldbach's Conjecture. . . but at the cost of the old man's sanity, and perhaps even his life.

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Editorial Reviews

From the Publisher
“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.

“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

“A compelling portrait of a talented young mathematician.”—Professor Ken Ribet, University of California, Berkeley

Uncle Petros offers many glimpses of the great superreal world of mathematical ideas, a world of eternal truths and of unspeakable beauty.”—Professor Demetrios Christodoulou, Princeton University

 

“An intellectual thriller that manages to convey the high drama and excitement involved in the pursuit of an answer to a mysterious … mathematical theorem … Delightful, fun, well-conceived and nicely executed.”—Kirkus Reviews

 

“I very much enjoyed Uncle Petros and Goldbach’s Conjecture, and read it through compulsively to the end.”—Michael Frayn, author of Headlong

 

“Intriguing debut … Doxiadis keeps the story engaging by focusing on the development of two compelling characters … the novel is captivating.”—Publishers Weekly

 

“Delightful and original … Although framed by math, the Uncle Petros story easily extends interest beyond the scientific minded.”—Booklist

 

“A charming novel.”—Los AngelesTimes

“If you think of math as a set of boring rules, Apostolos Doxiadis’ suspenseful, page-turning first novel Uncle Petros & Goldbach’s Conjecture is certain to shatter your preconceptions … It is a novel about life choices. At every point, it revolves around the question: which is better, to pursue a possibly unattainable ideal, or to set attainable goals? It takes courage to showcase this question … Without offering any easy answer, Doxiadis dives us another vivid dramatization of what the question entails. And it is greatly to his credit that he manages to lighten the drama with considerable wit and humor.”—BostonHerald

 

“Petros Papachristos is…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.”—Scientific American

 

“A fascinating, captivating, intellectual joy ride … The writing is breezy and offhand, which allows even the most dense material to settle gently, and Doxiadis has made his story even more accessible by opting to have Uncle Petros select a discipline that deals only in integers … But seeing what number theorists do with them … that alone makes this very engaging novel worthwhile.”—MiamiHerald

“A fun read …’buy, read, and enjoy.’”—Mathematical Association of America (on-line)

“Doxiadis’ ‘novel of mathematical obsession,’ as the subtitle calls it, is 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 riveting debut that’s part detective story, part biography, part coming-of-age story and part eulogy … a distinctly timeless tale of a distinctly timeless mathematical puzzle.”—OaklandTribune

“It’s a delight to have it in translation at last because this is a riveting good story about pride, obsession and—gulp—mathematics. Have no fear if you’re somewhat left-brain deficient in the math department like me; Doxiadis’s narrative is easy to follow… First and foremost Doxiadis is a storyteller extraordinaire. He’ll keep you turning the pages to get at the uncle’s story and in that story unfolds the life and world of a mathematical scholar who single-mindedly pursued one goal: the proving of Goldbach’s Conjecture.”—BarcelonaReview

From the Publisher
Synopsis:
Petros Papachristos devotes his life to proving one of the greatest mathematical challenges of all time: Goldbach's Conjecture. In a host of countries, spanning various wars, and against a tableau of famous historical figures - among them G.H. Hardy, the self-taught Indian genius Srinivasa Ramanujan, and a young Kurt Godel - Petros works furiously to prove the notoriously difficult conjecture. Suddenly, for no apparent reason, he disappears into the Greek countryside.

To his nephew, he is know as the solitary, eccentric Uncle Petros, but when the young man finds out that his uncle is an esteemed professor of mathematics, he searches out his uncle's hidden past. Through an adversarial friendship based on chess and mathematics, he drives the retired mathematician back into the hunt to prove Goldbach's Conjecture…but at the cost of the old man's sanity, and perhaps even his life.

Uncle Petros and Goldbach's Conjecture is an intellectual adventure, a story of proud genius and the exhilaration of pure mathematics. It is about the search for truth at all costs, and the heavy price of finding it.

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Product Details

  • ISBN-13: 9781582341286
  • Publisher: Bloomsbury USA
  • Publication date: 9/28/2010
  • Pages: 220
  • Sales rank: 166,779
  • Product dimensions: 5.50 (w) x 8.27 (h) x 0.60 (d)

Meet the Author

Apostolis Doxadis received a Bachelor's Degree in Mathematics from Columbia University and a Master's Degree in Applied Mathematics from the Ecole Pratique des Hautes Etudes in Paris. He has run a number of successful computer companies, as well as written and directed for both the screen and the stage. The second of his two feature films, Tetriem, won the prize of the International Center for Artistic Cinema at the 1988 Berlin International Film Festival. Mr. Doxiadis lives in Athens, Greece

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Read an Excerpt



Chapter One


Every family has its black sheep — in ours it was Uncle Petros.

    My father and Uncle Anargyros, his two younger brothers, made sure that my cousins and I should inherit their opinion of him unchallenged.

    `That no-good brother of mine, Petros, is one of life's failures,' my father would say at every opportunity. And Uncle Anargyros, during the family get-togethers from which Uncle Petros routinely absented himself, always accompanied mention of his name with snorts and grimaces expressing disapproval, disdain or simple resignation, depending on his mood.

    However, I must say this for them: both brothers treated him with scrupulous fairness in financial matters. Despite the fact that he never shared even a slight part of the labour and the responsibilities involved in running the factory that the three inherited jointly from my grandfather, Father and Uncle Anargyros unfailingly paid Uncle Petros his share of the profits. (This was due to a strong sense of family, another common legacy.) As for Uncle Petros, he repaid them in the same measure. Not having had a family of his own, upon his death he left us, his nephews, the children of his magnanimous brothers, the fortune that had been multiplying in his bank account practically untouched in its entirety.

    Specifically to me, his `most favoured of nephews' (his own words), he additionally bequeathed his huge library which I, in turn, donated to the Hellenic Mathematical Society. For myself I retained only two of its items, volume seventeen of Leonard Euler's Opera Omniaand issue number thirty-eight of the German scientific journal Monatshefte für Mathematik und Physik. These humble memorabilia were symbolic, as they defined the boundaries of Uncle Petros' essential life-story. Its starting-point is in a letter written in 1742, contained in the former, wherein the minor mathematician Christian Goldbach brings to the attention of the great Euler a certain arithmetical observation. And its termination, so to speak, is to be found in pages 183-98 of the erudite Germanic journal, in a study entitled `On Formally Undecidable Propositions in Principia Mathematica and Related Systems', authored in 1931 by the until then totally unknown Viennese mathematician Kurt Gödel.


* * *


Until I reached mid-adolescence I would see Uncle Petros only once a year, during the ritual visit on his name day, the feast of Saints Peter and Paul on the twenty-ninth of June. The custom of this annual meeting had been initiated by my grandfather and as a consequence had become an inviolable obligation in our tradition-ridden family. We journeyed to Ekali, a suburb of Athens today but in those days more of an isolated sylvan hamlet, where Uncle Petros lived alone in a small house surrounded by a large garden and orchard.

    The contemptuous dismissal of their older brother by Father and Uncle Anargyros had puzzled me from my earliest years and had gradually become for me a veritable mystery. The discrepancy between the picture they painted of him and the impression I formed through our scant personal contact was so glaring that even an immature mind like mine was compelled to wonder.

    In vain did I observe Uncle Petros during our annual visit, seeking in his appearance or behaviour signs of dissoluteness, indolence or other characteristics of the reprobate. On the contrary, any comparison weighed unquestionably in his favour: the younger brothers were short-tempered and often outright rude in their dealings with people while Uncle Petros was tactful and considerate, his deep-set blue eyes always kindling with kindness. They were both heavy drinkers and smokers; he drank nothing stronger than water and inhaled only the scented air of his garden. Furthermore, unlike Father, who was portly, and Uncle Anargyros, who was outright obese, Petros had the healthy wiriness resulting from a physically active and abstemious lifestyle.

    My curiosity increased with each passing year. To my great disappointment, however, my father refused to disclose any further information about Uncle Petros beyond his dismissive incantation, `one of life's failures'. From my mother I learned of his daily activities (one could hardly speak of an occupation): he got up every morning at the crack of dawn and spent most daylight hours slaving away in his garden, without help from a gardener or any modern labour-saving contraptions — his brothers erroneously attributed this to stinginess. He seldom left his house, except for a monthly visit to a small philanthropic institution founded by my grandfather, where he volunteered his services as treasurer. In addition, he sometimes went to `another place', never specified by her. His house was a true hermitage; with the exception of the annual family invasion there were never any visitors. Uncle Petros had no social life of any kind. In the evenings he stayed at home and — here mother had lowered her voice almost to a whisper — `immersed himself in his studies'.

    At this my attention suddenly peaked. `Studies? What studies?'

    `God only knows,' answered Mother, conjuring up in my boyish imagination visions of esoterica, alchemy or worse.

    A further unexpected piece of information came to identify the mysterious `other place' that Uncle Petros visited. It was offered one evening by a dinner-guest of my father's.

    `I saw your brother Petros at the club the other day. He demolished me with a Karo-Cann,' said the guest, and I interjected, earning an angry look from my father: `What do you mean? What's a Karo-Cann?'

    Our guest explained that he was referring to a particular way of opening the game of chess, named after its two inventors, Messrs Karo and Cann. Apparently, Uncle Petros was in the habit of paying occasional visits to a chess club in Patissia where he routinely routed his unfortunate opponents.

    `What a player!' the guest sighed admiringly. `If only he'd entered formal competition he'd be a Grand Master today!'

    At this point Father changed the subject.

    The annual family reunion was held in the garden. The grown-ups sat around a table that had been set up in a paved patio, drinking, snacking and making small-talk, the two younger brothers routinely exerting themselves (as a rule, not altogether successfully) to be gracious to the honouree. My cousins and I played among the trees in the orchard.

    On one occasion, having made the decision to seek an answer to the mystery of Uncle Petros, I asked to use the bathroom; I was hoping I would get a chance to examine the inside of the house. To my great disappointment, however, our host indicated a small outhouse attached to the tool-shed. The next year (by that time I was fourteen) the weather came in aid of my curiosity. A summer storm forced my uncle to open the French windows and lead us into a space that had obviously been intended by the architect to serve as a living room. Equally obviously, however, the owner did not use it to receive guests. Although it did contain a couch, it was totally inappropriately positioned facing a blank wall. Chairs were brought in from the garden and placed in a semi-circle, where we sat like the mourners at a provincial wake.

    I made a hasty reconnaissance, with quick glances all around. The only pieces of furniture apparently put to daily use were a deep, shabby armchair by the fireplace with a small table at its side; on it was a chessboard with the pieces set out as for a game in progress. Next to the table, on the floor, was a large pile of chess books and periodicals. This, then, was where Uncle Petros sat every night. The studies mentioned by my mother must have been studies of chess. But were they?

    I couldn't allow myself to jump to facile conclusions, as there were now new speculative possibilities. The main feature of the room we sat in — what made it so different from the living room in our house — was the overwhelming presence of books, countless books everywhere. Not only were all the visible walls of the room, corridor and entrance hall dressed from floor to ceiling with shelves crammed to overflowing, but books in tall piles covered most of the floor area as well. Most of them looked old and overused.

    At first, I chose the most direct route to answering my question about their content: I asked, `What are all these books, Uncle Petros?'

    There was a frozen silence, exactly as if I had spoken of rope in the house of the hanged man.

    `They are ... old,' he mumbled hesitantly, after casting a quick glance in the direction of my father. He seemed so flustered in his search for an answer, however, and the accompanying smile was so wan that I couldn't bring myself to ask for further explanations.

    Once again I resorted to the call of nature. This time Uncle Petros led me to a small toilet next to the kitchen. On my way back to the living room, alone and unobserved, I seized the opportunity I had created. I picked up the top book of the nearest pile in the corridor and flipped hurriedly through the pages. Unfortunately it was in German, a language I was (and still am) totally unfamiliar with. On top of it, most of the pages were adorned with mysterious symbols such as I'd never seen before: [inverted]A's and [exists]'s and [integral]'s and [is not an element]'s. Among them, I discerned some more intelligible signs, +'s, ='s and ('s interspersed with numerals and letters both Latin and Greek. My rational mind overcame cabbalistic fantasies: it was mathematics!

    I left Ekali that day totally preoccupied with my discovery, indifferent to the scolding I received from my father on the way back to Athens and to his hypocritical reprimands about my `rudeness to my uncle' and `my busybody, prying questions'. As if it was the breach in savoir-vivre that had bothered him!

    My curiosity about Uncle Petros' dark, unknown side developed in the next few months into something approaching obsession. I remember compulsively drawing doodles combining mathematical and chess symbols in my notebooks during school classes. Maths and chess: in one of these most probably lay the solution to the mystery surrounding him, yet neither offered a totally satisfactory explanation, neither being reconcilable with his brothers' contemptuously dismissive attitude. Surely, these two fields of interest (or was it more than mere interest?) were not in themselves objectionable. Whichever way you looked at it, being a chess player at Grand Master level or a mathematician who had devoured hundreds of formidable tomes did not immediately classify you as `one of life's failures'.

    I needed to find out, and in order to do so I even contemplated for a while a venture in the style of the exploits of my favourite literary heroes, a project worthy of Enid Blyton's Secret Seven, the Hardy Boys, or their Greek soulmate, the `heroic Phantom Boy'. I planned, down to the smallest detail, a break-in at my uncle's house during one of his expeditions to the philanthropic institution or the chess club, so I could lay my hands on palpable evidence of transgression.


As things turned out, I did not have to resort to crime to satisfy my curiosity. The answer I was seeking came and hit me, so to speak, over the head.

    Here's how it happened:

    One afternoon, while I was alone at home doing my homework, the phone rang and I answered it.

    `Good evening,' said an unfamiliar male voice. `I'm calling from the Hellenic Mathematical Society. May I speak to the Professor please?'

    Unthinking at first, I corrected the caller: `You must have dialled the wrong number. There is no professor here.'

    `Oh, I'm sorry,' he said. `I should have inquired first. Isn't that the Papachristos residence?'

    I had a sudden flash of inspiration. `Do you, perhaps, mean Mr Petros Papachristos?' I asked.

    `Yes,' said the caller, `Professor Papachristos.'

    `Professor'! The receiver nearly dropped from my hand. However, I suppressed my excitement, lest this windfall opportunity go to waste.

    `Oh, I didn't realize you were referring to Professor Papachristos,' I said ingratiatingly. `You see, this is his brother's home, but as the Professor does not have a telephone' — (fact) — `we take his calls for him' (blatant lie).

    `Could I then have his address?' the caller asked, but by now I had regained my composure and he was no match for me.

    `The Professor likes to maintain his privacy,' I said haughtily. `We also receive his mail.'

    I had left the poor man no options. `Then be so kind as to give me your address. On behalf of the Hellenic Mathematical Society, we would like to send him an invitation.'

    The next few days I played sick so as to be at home at the usual time of mail delivery. I didn't have to wait long. On the third day after the phone-call I had the precious envelope in my hand. I waited till after midnight for my parents to go to sleep and then tiptoed to the kitchen and steamed it open (another lesson culled from boys' fiction).

    I unfolded the letter and read:


Mr Petros Papachristos f. Professor of Analysis University of Munich


    Honourable Professor,

Our Society is planning a special session to commemorate Leonard Euler's two hundred and fiftieth birthday with a lecture on `Formal Logic and the Foundations of Mathematics'.
We would be greatly honoured, dear Professor, if you would attend and address a short greeting to the Society ...


    So: the man routinely dismissed by my dear father as `one of life's failures' was a Professor of Analysis at the University of Munich — the significance of the little `f.' preceding his unexpectedly prestigious title still escaped me. As to the achievements of this Leonard Euler, still remembered and honoured two hundred and fifty years after his birth, I hadn't the slightest clue.


The next Sunday morning I left home wearing my Boy Scout uniform, but instead of going to the weekly meeting I boarded the bus for Ekali, the letter from the Hellenic Mathematical Society safely in my pocket. I found my uncle in an old hat and rolled-up sleeves, spade in hand, turning the soil in a vegetable plot. He was surprised to see me.

    `What brings you here?' he asked.

    I gave him the sealed envelope.

    `You needn't have gone to the trouble,' he said, barely glancing at it. `You could have put it in the mail.' Then he smiled kindly. `Thank you anyway, Boy Scout. Does your father know you've come?'

    `Uh, no,' I muttered.

    `Then I better drive you home; your parents will be worried.'

    I protested that it wasn't necessary, but he insisted. He climbed into his ancient, beat-up VW beetle, muddy boots and all, and we set out for Athens. On the way I attempted more than once to start a conversation on the subject of the invitation, but he switched to irrelevant matters like the weather, the correct season for tree-pruning and scouting.

    He dropped me off at the corner nearest our house. `Should I come upstairs and provide excuses?'

    `No thanks, Uncle, that won't be necessary.'

    However, it turned out that excuses were necessary. As my ill luck would have it, Father had called the club to ask me to pick something up on the way home and been informed of my absence. Naïvely, I blurted out the whole truth. As it turned out, this was the worst possible choice. If I'd lied and told him that I played truant from the meeting in order to indulge in forbidden cigarettes in the park, or even visit a house of ill-repute, he wouldn't have been quite so upset.

    `Haven't I expressly forbidden you to have anything to do with that man?' he yelled at me, getting so red in the face that my mother started pleading with him to think of his blood pressure.

    `No, Father,' I replied truthfully. `As a matter of fact, you never have. Never!'

    `But don't you know about him? Haven't I told you a thousand times about my brother Petros?'

    `Oh, you've told me a thousand times that he's "one of life's failures", but so what? He's still your brother — my uncle. Was it so terrible to take the poor fellow his letter? And, come to think of it, I don't see how being "one of life's failures" applies to someone with the rank of Professor of Analysis at a great university!'

    `The rank of former Professor of Analysis,' growled my father, settling the matter of the little `f.'

    Still fuming, he pronounced the sentence for what he termed my `abominable act of inexcusable disobedience'. I could hardly believe the severity: for a month I would be confined to my room at all hours except those spent at school. Even my meals would have to be taken there and I would be allowed no spoken communication with himself, my mother, or anybody else!

    I went to my room to begin my sentence, feeling a martyr for Truth.


Late that same night, my father knocked softly on my door and entered. I was at my desk reading and, obedient to his decree, didn't speak a word of greeting. He seated himself across from me on the bed and I knew from his expression something had changed. He now appeared calm, even slightly guilt-ridden. He began by announcing that the punishment he had meted out was `perhaps a bit too harsh' and thus no longer applied, and subsequently asked my pardon for his manner — a piece of behaviour unprecedented and totally uncharacteristic of the man. He realized that his outburst had been unjust. It was unreasonable, he said — and of course I agreed with him — to expect me to understand something he had never taken the trouble to explain. He had never spoken openly to me about the matter of Uncle Petros and now the time had come for his `grievous error' to be corrected. He wanted to tell me about his eldest brother. I, of course, was all ears.

    This is what he told me:

    Uncle Petros had, from early childhood, shown signs of exceptional ability in mathematics. In grade school he had impressed his teachers with his ease in arithmetic and in high school he had mastered abstractions in algebra, geometry and trigonometry with unbelievable facility. Words like `prodigy' and even `genius' were applied. Though a man of little formal education, their father, my grandfather, proved himself enlightened. Rather than divert Petros to more practical studies that would prepare him to work at his side in the family business, he had encouraged him to follow his heart. He had enrolled at a precocious age at the University of Berlin, from which he had graduated with honours at nineteen. He had earned his doctorate the next year and joined the faculty at the University of Munich as full professor at the amazing age of twenty-four — the youngest man ever to achieve this rank.

    I listened, goggle-eyed. `Hardly the progress of "one of life's failures",' I commented.

    `I haven't finished yet,' warned my father.

    At this point he digressed from his narrative. Without any prompting from me he spoke of himself and Uncle Anargyros and their feelings towards Petros. The two younger brothers had followed his successes with pride. Never for a moment did they feel the least bit envious — after all they too were doing extremely well at school, though in nowhere near as spectacular a manner as their genius of a brother. Still, they had never felt very close to him. Since early childhood, Petros had been a loner. Even when he'd still lived at home, Father and Uncle Anargyros hardly ever spent time with him; while they played with their friends he was in his room solving geometry problems. When he went abroad to university, Grandfather had them write polite letters to Petros (`Dear brother, We are well ... etc.'), to which he would reply, infrequently, with a laconic acknowledgement on a postcard. In 1925, when the whole family travelled to Germany to visit him, he turned up at their few encounters behaving like a total stranger, absent-minded, anxious, obviously impatient to get back to whatever it was he was doing. After that they never saw him again until 1940 when Greece went to war with Germany and he had to return.

    `Why?' I asked Father. `To enlist?'

    `Of course not! Your uncle never had patriotic — or any other, for that matter — feelings. It's just that once war was declared he was considered an enemy alien and had to leave Germany.'

    `So why didn't he go elsewhere, to England or America, to some other great university? If he was such a great mathematician —'

    My father interrupted me with an appreciative grunt, accompanied by a loud slap on his thigh.

    `That's the point,' he snapped. `That's the whole point: he was no longer a great mathematician!'

    `What do you mean?' I asked. `How can that be?'

    There was a long, pregnant pause, a sign that the critical point in the narrative, the exact locus where the action changes direction from uphill to down, had been reached. My father leaned towards me, frowning ominously, and his next words came in a deep murmur, almost a groan:

    `Your uncle, my son, committed the greatest of sins.'

    `But what did he do, Father, tell me! Did he steal or rob or kill?'

    `No, no, all these are simple misdemeanours compared to his crime! Mind you, it isn't I who deem it so but the Gospel, our Lord Himself: "Thou shalt not blaspheme against the Spirit!" Your Uncle Petros cast pearls before swine; he took something holy and sacred and great, and shamelessly defiled it!'

    The unexpected theological twist put me for a moment on guard: `And what exactly was that?'

    `His gift, of course!' shouted my father. `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!'

    `But why?' I asked.

    `Oh, because his Illustrious Excellence was engaged with "Goldbach's Conjecture".'

(Continues...)

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Sort by: Showing all of 7 Customer Reviews
  • Anonymous

    Posted February 27, 2012

    Very interesting!

    I red it in just two days.
    Very good work designing biocomic.

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  • Anonymous

    Posted April 29, 2001

    Not just for mathematicians!

    I know little of mathematics and had never heard of Goldbach's Conjecture. Yet from the first paragraph I was hooked by the apparent simplicity of this book. It was a very powerful study of a man who chooses to aim for the top of something knowing he might fail rather than settle for less. I thought it to be beautifully written, moving, funny and only wish that everyone could read it.

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  • Anonymous

    Posted June 22, 2000

    For the Love of Numbers

    ¿Uncle Petros and Goldbach¿s Conjecture¿ is a fable in three chapters. It is well-crafted, thoughtful, and a digest of the author¿s own experience with the field of mathematics. We have placed it on our shelf beside the works of Chekhov, Shaw, Russell and Synge. The central thesis applies to everyone and it is that ¿The secret of life is to set attainable goals.¿ Having done that, we must then learn to deal with love - love of family, love of self, love of lovers, and love of an idea, the latter especially for those who have received the gift of genius. Love is the mesolimbic imperative that gives us life and in so doing, consumes us thereafter. All of this is there and we may recognize that Uncle Petros¿ failure is not one of hubris or incompetence, but rather, that he did not love enough, that he did not strike with his genius when he had to. His gift did lie fallow for twenty years, and in the end, did return again to complete its task, and to take his life. The publisher has offered a prize of US$1,000,000 to anyone who can decide the Goldbach Conjecture in the next year or so. It is believed that there are perhaps eight people in the world today who might be able to do that. If you believe that you might be the ninth in this field (or any other), then indeed this book is required reading.

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  • Anonymous

    Posted June 8, 2000

    Real Math Woven In A Nice Story

    I was especially impressed with the author's history of Goldbach's Conjecture. He lets the reader in on how different statements of the conjecture evolved and how assuming one satifies others.

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  • Anonymous

    Posted May 19, 2000

    Oudeis ageometretos eiseto

    A young boy decided to find out the truth about his mysterious, eccentric uncle Petros, a retired professor of mathematics. As he grows into his teens, his obsession with the old man does not diminish, on the contrary, it tempts him into pursuing a career of mathematician himself. Page after page, we follow him as he unveils secrets about his uncle and his life-long struggle with a mathematical hypothesis known as Goldbach's conjecture. <P>With Petros and his nephew, the reader enters the arcane and exciting area of number theory, a pandemonium of Goldbach's Conjecture, Riemann Hypothesis, Prime Number Theorem, to name a few, with Goedel's Incompleteness Theorem being a guest star. Apostolos Doxiadis, a mathematician by his formal education, stands firmly on his ground - science-wise, there are no apparent flops in the book, which happens so often with writes less acquainted with the locale they put their protagonists in. The title of this review, borrowed from Plato, is an exaggeration - no prior mathematical knowledge is required to enjoy this novel; some love for mathematics, however, is. <P>Doxiadis - who actually has his own Web site, www.apostolosdoxiadis.com - first published Uncle Petros (O Theios Petros ...) in Greek in 1992, one year before Andrew Wiles announced that he found the proof of the Fermat's Last Theorem. One out of the three most difficult problems in mathematics has thus proven to be solvable, after 350 years. To this day, Goldbach's Conjecture is still 'only' 250 years old, and not solved yet. However, the publishers of Uncle Petros, Faber & Faber (UK) and Bloomsbury (USA) have issued a $1,000,000 challenge to prove it. Would you like to pick up where Petros Papachristos left it?

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  • Anonymous

    Posted March 4, 2014

    No text was provided for this review.

  • Anonymous

    Posted January 5, 2012

    No text was provided for this review.

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