- Helen Currie Foster
Please Take (a) Note!
Lately I’ve been thinking about remarkable people who never got to see the significance of their work, regardless of its brilliance. People whose minds moved so fast their words didn’t compute, for most listeners. People whose contributions went unrecognized for many years. And if they hadn’t written down their ideas? Maybe eventually someone would have made the same discoveries, but when?
Here are just three. I’d never heard of Simon Stevin until I read Michael Pye’s The Edge of the World (2014), on how modernity reached the shores of the North Sea. Stevin, born illegitimate in Bruges in 1548, worked as a book-keeper in Antwerp, and then enlisted at the liberal new Leiden University. He produced a book on double-entry book-keeping and another on figuring the interest on borrowed money, when publishing such hard-won information was a subversive revolutionary act. This “engineer, book-keeper, king of numbers,” per Pye, wanted to make math work in the everyday world.
Stevin tutored his student friend Prince Maurits in math, beginning a lifelong association. He made the prince a sailing chariot for the beach, with two sails, four great wheels, and flags flying. Stevin informed the prince the earth went around the sun. When Maurits became king, Stevin became an army engineer, devising, pumps, dredgers, windmills. He produced an influential treatise on fortifications and another on how to calculate longitude at sea. He wrote a book asking Dutch cities to adopt uniform money measures, suggested a decimal system, founded a mathematics curriculum at Leiden. And he wrote down these ideas! Stevin’s dream, that explaining practical mathematics would help his country thrive, eventually came true––though not necessarily in his lifetime.
You already know about the world’s first computer programmer? Another who did not live to see her work recognized is Countess Ada Lovelace, Lord Byron’s daughter. At seventeen she began helping mathematician Charles Babbage with his “difference machine” for math calculations. In 1843 she published an article in an English science journal describing processes we now call computer programs, including how to create codes using letters and symbols as well as numbers. She died of uterine cancer in 1852, at 37. Her work came to public attention in 1953 when B.V. Bowden republished her notes in Faster than Thought: A Symposum on Digital Computing Machines. In 1980 the U.S. Department of Defense named a new computer language “Ada.”
“We’re still catching up with one of the greatest minds of the last century.” That’s Anthony Gottlieb, “The New Yorker,” May 4, 2020, on Frank P. Ramsey. Ramsey––a Cambridge (UK) scholar whose genial brilliance intimidated his professors when he appeared on campus at 18––died at only 26, in 1930. Economists, philosophers and mathematicians are still exploring the “Ramsey effect” on their disciplines. He was immediately taken up by Maynard Keynes, and refuted Keynes’s fuzzy notions of probability. He was tapped to translate Ludwig Wittgenstein’s “Tractatus Logico-Philosophicus” from German–as the only German speaker available who could not only understand what Wittgenstein was trying to say, but say it more clearly (he reportedly dictated his translation). In one paper he created two math theorems which, decades after his death, became part of the “Ramsey theory” analyzing order and disorder. (See video of a student working a Ramsey probability problem). Ramsey’s modesty about his astounding abilities made him appear almost offhand about his accomplishments. As a student of Virginia Woolf, I blinked twice to find Ramsey appearing in her diary (February 1923).
Yes!–– at dinner with Maynard Keynes. “Ramsay [sic], the unknown guest, was something like a Darwin, broad, thick, powerful & a great mathematician, & clumsy to boot. Honest I should say, a true Apostle.” Keynes at least tangentially belonged, with Virginia and Leonard Woolf, to the Bloomsbury group, which included several members of the select Cambridge “Apostles” club (including Leonard Woolf). In 1927, Woolf published To the Lighthouse about a family she called the Ramsays, where Mr. Ramsay, a professor, fears that though he has reached Q, he lacks genius and will never be able to think his way past Q, that he’ll never reach R: “How many men in a thousand million, he asked himself, reach Z after all?” If Woolf had known then what we know now she’d have known Frank Ramsey could easily have reached R and zoomed on past Z.
Okay, I admit I took the Special Math Course for English Majors to get my math graduation credit. Yes, I did. Nevertheless I’m doggedly staggering through the first full biography of Ramsey, Frank Ramsey: A Sheer Excess of Powers, by Cheryl Misak (Oxford Press 2020), fascinated by his mind and especially his lightly worn “sheer excess of powers.” I might, even, try to find his 1926 paper about truth and subjective probability, where he said we should take account of people’s judgment of probability.”
Now there’s a pungent topic for mystery writers. At every turn, our characters use subjective probability to make decisions. “Can I kill without being caught?” “Can I catch this villain without being killed?” “Have I examined all the what-if’s here?” “What are the chances anyone will recognize me?” Suspense lies in decisions made on subjective probability. Okay, so Ramsey died without knowing that ninety years later University of Georgia students in hoodies, poised at the whiteboard, would be filming explanations of “Ramsey Theory.” Ada Lovelace died without knowing the Defense Department would name a computer language for her. If asked, would she have preferred Countess? Would she be fascinated by the world of hacking? Simon Stevin would drive our city streets, ready to opine on public transportation–would he recommend air-conditioned tubes, with moving sidewalks, to move people east and west across Austin? Or possibly a sailboat with wheels?
Now we come to you. Yes, you. How will we know what you thought?
Stevin, Lovelace and Ramsey at least published some of their work. You can go farther. You own your copyright as soon as your work is “fixed.” You can also provide notice of copyright by using the symbol or the word “Copyright” and your name and the year of first publication, and registering your copyright by paying the required fee and depositing required copy(ies) of your work, thereby creating a public record of your copyright claim. (See details and requirements here.)
That’s at least a start. As for Aeschylus, only seven of his seventy to ninety tragedies remain intact. Sophocles? Only seven of over a hundred remain. Euripides? Eighteen of over ninety-five remain. Sappho? We have only two complete poems out of her nine books of verse, from the woman the ancients called “the tenth Muse.”
Will depositing your work at the Library of Congress––oh yes, you must––give us some assurance we can know your ideas, your writings, a century hence? The Alexandrian Library didn’t fare so well. Nor did the Dresden Sächsische Landesbibliothek which lost perhaps 200,000 volumes in the Allied bombing of the Dresden historic center. The 1986 fire at the Los Angeles Library burned 400,000 books.
No guarantees, but it’s a start. At least try to leave the world a copy. Even if you leave us too soon, even if fame has not yet arrived…you never know. A century from now, maybe…?