“It was a dramatic moment in the history of our civilisation when, in about the year 240 B. C., Archimedes leapt out of his bath and ran naked into the street of Syracuse shouting "Eureka" - "I have found it!" He had found the theoretical answer to a practical problem, that of finding the specific gravity of solids, known ever since as "Archimedes' Principle". We know this because Archimedes had written and published many books, on mathematics and mechanics, and some of these have survived and are preserved in libraries for us to use today. He made a major contribution to the progress of humanity, and over the centuries, that progress has been continually stimulated and accelerated by the invention of new theories, new tools and machines, which explain our world, and lighten the burden of securing the basic necessities of life.”

— Douglas John Foskett

Librarians and Information Systems (1995)

Adopted from Wikiquote. Last update June 3, 2021. History

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Douglas John Foskett 24

1918–2004

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“And Archimedes, as he was washing, thought of a manner of computing the proportion of gold in King Hiero's crown by seeing the water flowing over the bathing-stool. He leaped up as one possessed or inspired, crying, "I have found it! Eureka!"”

Plutarch (46–127) ancient Greek historian and philosopher

Pleasure not attainable according to Epicurus, 11
Bartlett's Familiar Quotations, 10th ed. (1919)

“Sometimes the answers are hiding in plain sight. A eureka moment came to Archimedes when he connected the dots between the ordinary routine of taking a bath and the scientific pursuit of determining the volume of an irregularly shaped object.”

Newton Lee American computer scientist

Google It: Total Information Awareness, 2016

“I don't believe in the sort of eureka moment idea. I think it's a myth. I'm very suspicious that actually Archimedes had been thinking about that problem for a long time. And it wasn't that suddenly it came to him.”

Tim Berners-Lee (1955) British computer scientist, inventor of the World Wide Web

developerWorks Interviews: Tim Berners-Lee (podcast/audio plus transcript) http://www.ibm.com/developerworks/podcast/dwi/cm-int082206txt.html

“About Archimedes one remembers that he did strange things: he ran around naked shouting Heureka!, plunged crowns into water, drew geometric figures as he was about to be killed, and so on. … One ends up forgetting he was a scientist of whom we still have many writings.”

Lucio Russo (1944) Italian historian and scientist

1.1, "The Erasure of the Scientific Revolution", p. 6
The Forgotten Revolution: How Science Was Born in 300 BC and Why It Had to Be Reborn (2004)

“If any man could have discovered the utmost powers of the cannon, in all its various forms and have given such a secret to the Romans, with what rapidity would they have conquered every country and have vanquished every army, and what reward could have been great enough for such a service! Archimedes indeed, although he had greatly damaged the Romans in the siege of Syracuse, nevertheless did not fail of being offered great rewards from these very Romans; and when Syracuse was taken, diligent search was made for Archimedes; and he being found dead greater lamentation was made for him by the Senate and people of Rome than if they had lost all their army; and they did not fail to honour him with burial and with a statue.”

Leonardo Da Vinci (1452–1519) Italian Renaissance polymath

The Notebooks of Leonardo da Vinci (1883), XXI Letters. Personal Records. Dated Notes.

“Eudoxus was perhaps the greatest of all Archimedes's predecessors, and it is his achievements, especially the discovery of the method of exhaustion, which interest us in connexion with Archimedes.”

Thomas Little Heath (1861–1940) British civil servant and academic

p, 125
Achimedes (1920)

“Archimedes will be remembered when Aeschylus is forgotten, because languages die and mathematical ideas do not. "Immortality" may be a silly word, but probably a mathematician has the best chance of whatever it may mean.”

G. H. Hardy book A Mathematician's Apology

A Mathematician's Apology (1941)

“Bradman is a whole class above any batsman who has ever lived: if Archimedes, Newton and Gauss remain in the Hobbs class, I have to admit the possibility of a class above them, which I find difficult to imagine. They had better be moved from now on into the Bradman class.”

G. H. Hardy book A Mathematician's Apology

Quoted by C. P. Snow in his introduction to reprints of the book.
A Mathematician's Apology (1941)

“A wise man changes his mind sometimes, but a fool never. To change your mind is the best evidence you have one. The last redoubt holding out for me was the year-day principle (on which I had written a defense in 1972 for the Southern Publishing Association Daniel volume which was published in 1978). This collapsed when I handled hundreds of books of commentary on Revelation in the Library of Congress stacks and found that the respective authors had in many cases suggested dates that seemed appropriate for their own time but ridiculous later. It became clear that we, as Adventists, had done the same as our predecessors.”

Desmond Ford (1929–2019) Australian theologian

Desmond Ford on His Previous Defense of the Year Day Principle http://www.atoday.com/content/desmond-ford-his-previous-defense-year-day-principle", Adventist Today, 2006

“The outstanding personalities of Euclid and Archimedes demand chapters to themselves. Euclid, the author of the incomparable Elements, wrote on almost all the other branches of mathematics known in his day. Archimedes's work, all original and set forth in treatises which are models of scientific exposition, perfect in form and style, was even wider in its range of subjects. The imperishable and unique monuments of the genius of these two men must be detached from their surroundings and seen as a whole if we would appreciate to the full the pre-eminent place which they occupy, and will hold for all time, in the history of science.”

Thomas Little Heath (1861–1940) British civil servant and academic

Preface p. viii
A History of Greek Mathematics (1921) Vol. 1. From Thales to Euclid

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