Arthur Clarke - The Last Theorem

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The Last Theorem: краткое содержание, описание и аннотация

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Two of science fiction’s most renowned writers join forces for a storytelling sensation. The historic collaboration between Frederik Pohl and his fellow founding father of the genre, Arthur C. Clarke, is both a momentous literary event and a fittingly grand farewell from the late, great visionary author of
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The Last Theorem In 1637, the French mathematician Pierre de Fermat scrawled a note in the margin of a book about an enigmatic theorem: “I have discovered a truly marvelous proof of this proposition which this margin is too narrow to contain.” He also neglected to record his proof elsewhere. Thus began a search for the Holy Grail of mathematics—a search that didn’t end until 1994, when Andrew Wiles published a 150-page proof. But the proof was burdensome, overlong, and utilized mathematical techniques undreamed of in Fermat’s time, and so it left many critics unsatisfied—including young Ranjit Subramanian, a Sri Lankan with a special gift for mathematics and a passion for the famous “Last Theorem.”
When Ranjit writes a three-page proof of the theorem that relies exclusively on knowledge available to Fermat, his achievement is hailed as a work of genius, bringing him fame and fortune. But it also brings him to the attention of the National Security Agency and a shadowy United Nations outfit called Pax per Fidem, or Peace Through Transparency, whose secretive workings belie its name. Suddenly Ranjit—together with his wife, Myra de Soyza, an expert in artificial intelligence, and their burgeoning family—finds himself swept up in world-shaking events, his genius for abstract mathematical thought put to uses that are both concrete and potentially deadly.
Meanwhile, unbeknownst to anyone on Earth, an alien fleet is approaching the planet at a significant percentage of the speed of light. Their mission: to exterminate the dangerous species of primates known as homo sapiens.

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That hadn’t been a question, and Ranjit had no idea what response would have been appropriate. He simply went on gazing at the mathematician with an expression that, he hoped, conveyed attentive concern but no admission of guilt.

Dr. Davoodbhoy didn’t seem to mind. “First,” he said, “there are a couple of formal questions I must put to you. Did you use Dr. Dabare’s password to earn money you were not otherwise entitled to?”

“Certainly not, sir!”

“Or to alter your math grades?”

This time Ranjit was offended. “No! I mean, no, sir, I wouldn’t have done that!”

Dr. Davoodbhoy nodded as though he had expected both answers. “I think I can tell you that no evidence has been presented to suggest either charge. Finally, how, exactly, did you obtain his password?”

As far as Ranjit could see, there did not appear to be any reason to try to conceal anything. Hoping that this was so, he began with his discovery that the teacher would be out of the country for a prolonged visit and ended with that return to the library computer when he found the solution waiting on the screen.

When he finished, Davoodbhoy gazed at him in silence for a moment. Then he said, “You know, Subramanian, you might have a future in cryptography. It would be a better chance than continuing to spend your life trying to prove Fermat’s Last Theorem.”

He looked at Ranjit as though expecting a response. Ranjit didn’t choose to give him one, so Davoodbhoy added, “You’re not alone, you know. When I was your age, like every other math major in the world, I got interested in the final theorem myself. It is compelling, isn’t it? But then, when I was a little older, I gave up on it because—you know this, don’t you? Because the odds are pretty great that Fermat never did have the proof he was claiming.”

Unwilling to be baited, Ranjit kept his attention set at politely attentive and his mouth closed. “I mean,” Davoodbhoy added, “look at it this way. You do know, I suppose, that Fermat spent a lot of his time, right up to the day he died, trying to prove that his theorem held true for third-, fourth-, and fifth-power exponents. Well, think about it. Does doing that make any sense at all? I mean, if the man already did possess a general proof that the rule was true for all exponents greater than two, why would he bother trying to prove a few isolated examples?”

Ranjit gritted his teeth. It was a question that, on dark nights and disappointing days, he had asked himself often enough. Without ever finding a good answer, either. He gave Davoodbhoy the not wholly good answer he had usually tried to content himself with: “Who knows? How can someone like you or me try to guess why a mind like Fermat’s went in any direction it liked?”

The mathematician looked at him with an expression that somewhat resembled tolerance but also resembled, to some degree, respect. He sighed and spread his hands. “Let me offer you a different theory of what happened, Subramanian. Let’s suppose that in—what was it, 1637?—in 1637 Monsieur Fermat had just completed what he thought was a proof. Then later that night, while he was reading himself to sleep in his library, let’s suppose he just couldn’t help himself, and in a fit of exuberance he scribbled that note in his book.” He paused there for a moment, giving Ranjit what could only be described as a quizzical look. When he went on, however, his tone would have been appropriate for a respected colleague as much as for an undergraduate expecting to be disciplined. “Then let’s suppose that sometime later he went over his proof to double-check it, and found it possessed a fatal error. It wouldn’t have been the first time, would it? Because that had already happened with other ‘proofs’ of his that he later admitted were wrong, hadn’t it?” Mercifully he didn’t require an answer from Ranjit but kept right on going. “So he tried to repair his proof every way he could. Unfortunately, he failed. So, trying to salvage something from his mistake, he then tried the more limited task of proving the argument for an easier case like p equals three, and there he succeeded; and for p equals four, and succeeded again. He never did get a proof of the p equals five case, but he was still pretty sure that one existed. He was right, too, because somebody else proved it after Fermat died. And all that time his scribble in Diophantus was sitting on a shelf in his library. If he ever remembered he’d written it, he thought, well, he probably ought to go back and erase that bad guess. But, after all, what’s the chance that anyone would ever see it? And then he died, and somebody was riffling through his books and did see it…and didn’t know that the great man had changed his mind.”

Ranjit didn’t change expression. “That,” he said, “is a perfectly sensible theory. I just don’t happen to believe that it’s what happened.”

Davoodbhoy laughed. “All right, Subramanian. Let’s leave it at that. Just don’t do it again.” He thumbed through the papers before him, then nodded and closed the file. “Now you can go back to your classes.”

“All right, sir.” He tarried for a moment after picking up his backpack, then asked the question: “But am I going to be expelled?”

The mathematician looked surprised. “Expelled? Oh, no, nothing like that. It was only a first offense, you know. We don’t expel for that unless it’s something a lot worse than stealing a password, and anyway the dean received some extremely glowing letters of support for you.” He opened Ranjit’s folder again and thumbed through the papers. “Yes. Here we are. One is from your father. He is quite positive you are basically of good character. In itself, to be sure, a father’s opinion of his only son might not carry great weight, but then there is this other one. It is very nearly as commending as your father’s, but it comes from someone who is, I think, not very close to you but who is a person of considerable importance in the university. In fact, he’s the university’s attorney, Dhatusena Bandara.”

And now Ranjit had a new puzzle to mull over. Who would have suspected that Gamini’s father would have exerted himself to save his son’s friend?

7

GETTING THERE

The school year limped toward its end. It picked up speed remarkably in the all too brief periods when Ranjit was in his astronomy class, but the remainder of each week’s hours were in no hurry to move on at all.

For a little while Ranjit thought he had hopes of one bright—fairly bright—spot. Remembering the lecture on what they’d called the hydro-solar plan for Israel’s Dead Sea, he went back to the lecture series. But then what the lecturer was talking about was the increasing salinity of a lot of oceanfront wells, all over the world, and then about how some of the world’s great rivers no longer ran to the sea, any sea, because they were drained for farming and flushing city toilets and watering city folks’ front lawns first. Ranjit didn’t need more discouragement. After that he stayed away.

He even briefly considered trying to take, or at least pretend to take, his schooling seriously. Studying, for example, could be considered a game, and a fairly easy one to win. It did not at all resemble that insatiable thirst for learning that had marked his early consecration to the Fermat theorem. Now all he had to do was guess what questions each of his instructors would ask on each test and look up the answers. He didn’t always get it right, but then to attain a merely passing grade he didn’t have to.

None of this, of course, applied to Astronomy 101.

There Dr. Vorhulst managed to make every session a pleasure. Like what happened when they were talking about terraforming—that is, reworking planetary surfaces so that human beings could live on them. And, if you were going to do that, how did you get there to do the terraforming?

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