The Way the Future Was: A Memoir (28 page)

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Authors: Frederik Pohl

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BOOK: The Way the Future Was: A Memoir
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It goes like this:

When you were in high school, you learned that the sum of the squares of the sides of a right triangle equals the square of the hypotenuse. You learned to write it as a
2
+ b
2
= c
2
. That was a powerful discovery in itself, but it wasn't made by Fermat; a fellow named Pythagoras laid that one on us two thousand years ago.

A different ancient fellow named Diophantos looked at the equation in a different way and proposed a general solution for the formula; and there matters languished till flaky old Fermat came along. And in his copy of Diophantos's book he wrote:

 

It is impossible to write a cube as the sum of two cubes, a fourth power as the sum of two fourth powers, and in general any power beyond the second as the sum of two similar powers.

 

That's not news in itself. It means that equations like a
3
+ b
3 =
c
3
or even a
115
+ b
115
= c
115
might as well never be written, because they don't mean anything—there aren't any numbers you can put into them that will make them come out with exact answers. But everyone rather suspected that, anyway.

But Fermat didn't stop there. He added one more sentence, which was the kicker:

 

For this I have discovered a truly wonderful proof, but the margin is too small to contain it.

 

Now, what a spot to leave generations of mathematicians in! It cannot be ignored. You or I could write that in the margins of anything we liked, and no one would lose a moment's sleep. But Fermat did not make claims he could not support, ever.

Well, I never found that "truly wonderful proof." No one else has, either. But in looking for it I came across half a dozen other brain teasers: verifying Goldbach's conjecture,
*
looking for a formula for primes.

Finding a general rule to explain the recurring rhythms in sums of powers—well, never mind about that one; I may get back to it someday.

 

*
"Any prime number can be written as the sum of two primes." It's true, as far as anyone knows. But prove it?


That is, some mathematical formula into which you can substitute arbitrary numbers on the left-hand side of the equation, and for which the solution on the right-hand side will always be a prime number. I
still
think that one can be solved, but I no longer think it will be by me.

 

From first to last, I must have spent a year on number theory, reading papers in things like
Scripta Mathematica
, doodling endless series of numbers. About half of what I did that year could have been done in minutes on a computer, or in a few days, anyway, on a pocket calculator of the kind my son carries in his shirt pocket to classes, but I didn't have them. Then finally the fever spent itself.

But there were sequelae. I'm not fully recovered yet.

I discovered that I could learn quite a lot about a particular subject; having demonstrated this on one subject, I tried it on some others. I became interested in recent American history and began to look into the causes and consequences of the Great Depression. After a time I realized I knew enough to write a book and began systematically to prepare it. That one never made it to print—not yet, anyway
*
—but first-century Rome also interested me, and that one did turn into a book,
Tiberius
. One on the Ku Klux Klan made it all the way to final draft and a publishing contract, but then I found I was dissatisfied with it and withdrew it, meaning to go over it one more time when I found an opportunity. (It hasn't come yet.) I learned the uses of reference collections and the microfilmed periodicals in the big Fifth Avenue library. I developed an appetite. School had never sated it, or even let me know I had it.

 

*
I wound up with three quarters of a million words of notes and about fifty thousand words of the text of what was called Say, Don't You Remember? But while I was doing that, several other people noticed the need for such a book and beat me into print.

 

I don't think of myself as a scholar. I think I have the same relation to knowledge that your brother-in-law has to the Los Angeles Rams. Learning—all kinds of learning, but especially history, politics, and above all, science—to me is the greatest of spectator sports. It gives me pleasure.

Real-fun, kicky pleasure? Well—yes, maybe. Pleasure in the sense that sex is pleasure, but also painful in the sense that unfulfilled sex can be a yearning and obsessive pain. It
hurts
me to be ignorant. It is unpleasant, in an interior, unfulfilled way, for me to discover that there is a whole space of knowledge I don't share.

God knows, I am no scientist. There is no prospect at all that I will ever make any fundamental discoveries in physics, chemistry, or biology. I don't have the equipment. I don't just mean the skills, although they are daunting. I mean the hardware that is pretty fancily outside my amateur reach: mile-long particle accelerators, radio-telescope dishes with hearts of liquid helium and skins that spread across a valley, whole populations of nude mice and genetically pure tree frogs. I can accept that. Scientific discovery is not the sort of challenge that I feel compelled to take up personally. I really want to know very much what the world of Venus is like under its opaque, searing clouds. But it's all right to leave the problem to the Soviet and American space establishments. Little by little, they are fitting the pieces together, and when they learn something new, the JPL or Carl Sagan or Walter Sullivan will be sure to tell me, one way or another. I am content with that. I think that somewhere I have a basic religion, and its dogma is that the purpose of life is to understand the world and all it contains. I don't need to make the discoveries. But I do need to know about them.

And so I read
Scientific American
and
New Scientist
and
Science
and
The Bulletin of the Atomic Scientists
and
Spacefiight
and the
Journal of the B.I.S
. and, oh, hell, I don't know, maybe a dozen other publications. And when in one of them somebody says something new and elegant, it is almost like it used to be when Roy Campanella drove Jackie Robinson across the plate in the old days.

Sometimes people ask me what my scientific background is, and I have worked out an answer. I point to my friend Isaac Asimov, who is about the same age as I am. We met when we were both still in high school. I dropped out without graduating, and most of what I have learned I have picked up catch-as-catch-can. While Isaac did graduate from high school, and went on to college, and got a bachelor's degree, and then a master's degree, and then a doctorate, and finally became a professor. And that proves that, when the will to learn is present, obstacles can be overcome; because when you come right down to it, Isaac knows as much science as I do.

The 1950s were boom years for science-action magazines. At the peak there were some thirty-eight of them, and anybody who could write science fiction at all could get published in one or another of them. (So did a lot of people who couldn't.)

Making a living was something else. A lot of the word rates were low—well, they were all low, compared with the kind of money sf writers expect now. Three cents a word was a good price. Horace paid me four, and that was super. In that decade I was
Galaxy
's most prolific contributor, with some seven serials and about thirty shorter pieces; I counted on some three or four thousand dollars a year from
Galaxy
, and somewhat more than that amount from all the other markets combined. In the 1950s eight or ten thousand dollars a year was well above the poverty level, and if I hadn't had that thirty-thousand-dollar millstone hanging around my neck, I would have felt pretty prosperous.

Unfortunately the debts did exist. I paid them off as best as I could. In the process new debts developed. I discovered that my local grocer would let me charge. So, a while later, did my friend and down-the-street neighbor, Lester del Rey. Within a year or two we each had four-figure tabs with the poor grocer.
*
He was
incredibly
good about it. As prosperity seeped back Lester paid him off and he built a new entrance to his store. A little later I did, too, and he built a new store.

 

*
I would like to pay him honor by mentioning his name. But I did that once, on the air, and he was far from pleased. He said that within forty-eight hours a dozen regular customers began asking for credit, and would I please not ever do that again?

 

After
The Space Merchants
Cyril and I began a new novel,

and when it got far enough along to show I turned it over to Horace Gold. Fine, he said, I'll publish it. I'll do more than that. I'll consider it as an entry in the
Galaxy
$7,000 Prize Novel Contest, and I can tell you right now, from looking at the other entries, it's practically a sure thing to win. Only thing is, you have to use a pen name. Why is that? I asked. Because I say so, he explained. But the rules don't say anything about it having to be by a new name, I protested. No, but the purpose of the contest is to discover new talent, and I by-gosh will discover new talent even if I have to find it in
you
, he clarified.

 


Gladiator-at-Law
, Bantam Books.

 

So I went home and talked it over with Cyril, and Cyril shared my view: seven thousand dollars was mighty attractive numbers, but not, when you come right down to it, any more than we would get anyway from serial and book sales, and we liked the book, which meant we wanted to have it under our own names. I told this to Horace, and he accepted defeat gracefully enough; he did serialize it, just as planned, without involving the contest at all.

I do not think I was a good enough person to refrain from telling Horace I had told him so. I had. Prize contests are a
terrible
way to find talent. I do not believe they have ever worked well, and mostly they don't work at all. So it happened with Horace's. As the deadline approached and he read through the hundreds of entries that blocked every doorway in his apartment, it became clear that there was nothing there that was really outstanding, and an awful lot that was preposterously bad.

By then Lester and I had gotten together on a novel about the future of the insurance business,
Preferred Risk. Gladiator-at-Law
was already in type, and I offered the new one to Horace. He read it and called me up: Uh, Fred? How about if we make
this
one the winner?

The stipulation was the same: we had to use a brand-new pen name, and everyone concerned was to pretend it was a real person. I talked it over with Lester, who is philosophical about the vagaries of editors. Why not? he said, and we proceeded to cook up a pen name. We divided the labor equally. I chose the first name—"Edson"—and he provided the other—"McCann." And then a few days later he came to me with the look of wild pleasure that serendipitous flakiness always gives Lester and pointed out that the initials E. McC. could equally well be written e = m c
2
.

All of this was a terribly deep secret. We made up a whole life for this Edson McCann person, celebrated nuclear physicist, so heavily into classified research that he did not dare show his face in public. But the secret was really no secret. Five or six years later, when I went to work for Bob Guinn,
Galaxy
's publisher, he let me know as gently as he could that he had found out about it long since.

Collaborating is a familiar life-style to me, I've done it with at least a score of writers, some of whom I've never met. But this time was especially tricky. Lester and I do not collaborate well. He has his own very idiosyncratic way of working. While I have, of course, a well-thought-out and admirable set of work habits of my own. The two do not meet at any point, and the whole exercise took twice as long as it should have with ten times the trouble. Lester and I have been close friends for a very long time. One reason we have stayed so is that, after
Preferred Risk
, we never collaborated again.

Especially not for Horace Gold, who added a whole other dimension of complication to the effort. With
Preferred Risk
the complication was almost entirely in the Byzantine conspiracy of silence. In the work with Cyril Kornbluth it was at every step. Working with two individuals as quirkily brilliant as Horace and Cyril kept me on my toes twenty-four hours a day. Horace
would
edit. He would also come up with suggestions as the work was going along, great gobs of them, some bright and some lunatic. To the maximum extent possible I believe in humoring editors, and so, at Horace's special request, we, for instance, added a couple of chapters to the serial version of
Gravy Planet
, carrying the action of the story onto the surface of the planet Venus. (It was easy enough to drop them out again when we came to publish the story in its book form as
The Space Merchants
.) But when Horace asked for something of the same sort on
Gladiator-at
-Law, I flatly refused. As far as I was concerned, that closed the matter. Cyril and I had a working treaty. After the rough draft of the book was done, he was out of it. I always did the final revisions (except on the last novel we did together,
Wolfbane)
, and I always did all the dealing with editors and publishers. But with
Gladiator-at-Law
Horace outwitted me; he got on the phone with Cyril when I wasn't looking, and persuaded him to borrow the setting copy of the manuscript and write in some additional scenes.
*

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