“Let me also remind you that zero, like all of mathematics, is fictional and an idealization. It is impossible to reach absolute zero temperature or to get perfect vacuum. Luckily, mathematics is a fairyland where ideal and fictional objects are possible.”

— Doron Zeilberger

" " (nothing) published in the Personal Journal of Shalosh B. Ekhad and Doron Zeilberger

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Doron Zeilberger 11

Israeli mathematician 1950

Frank J. Low (1933–2009) American astronomer

[Low, Frank, 2001, May, Obituary: Frederick Gillett (1937-2001), Nature, 411, 6840, 906]

“Men cannot be treated as units in operations of political arithmetic because they behave like the symbols for zero and the infinite, which dislocate all mathematical operations.”

Arthur Koestler (1905–1983) Hungarian-British author and journalist

Crossman (1949), p. 68.

“Ideality is preëminently the foundation of Mathematics.”

Benjamin Peirce (1809–1880) American mathematician

As quoted by Arnold B. Chace, in Benjamin Peirce, 1809-1880 : Biographical Sketch and Bibliography (1925) by R. C. Archibald.

“The ideal form for a poem, essay, or fiction, is that which the ideal writer would evolve spontaneously.”

Herbert Spencer (1820–1903) English philosopher, biologist, sociologist, and prominent classical liberal political theorist

Pt. II, sec. 4, "The Ideal Writer"
The Philosophy of Style (1852)
Context: The ideal form for a poem, essay, or fiction, is that which the ideal writer would evolve spontaneously. One in whom the powers of expression fully responded to the state of feeling, would unconsciously use that variety in the mode of presenting his thoughts, which Art demands.

“Science fiction these days is only half a step ahead of science. Astrophysicists and scientists are working in the same way as science fiction writers. They’re working things out in their imagination based on the slim scientific facts that they know. Hawking imagines a black hole and then discovers the mathematics that support his theory, and new possibilities come to light. That’s the imaginative flair that scientists have to have. For me as a sci-fi writer, spinning those ideas in your mind brings you to the point where you dream in science fiction. Suddenly you think of something in the middle of the night, and it’s so vivid you don’t need to write it down because you know you’ll remember it in the morning. That’s what these books, Zero G, reflect: a vivid imagination.”

William Shatner (1931) Canadian actor, musician, recording artist, author, and film director

"William Shtner on Sci-Fi, Aging and the Environment" http://www.saturdayeveningpost.com/2017/08/22/in-the-magazine/shatner.html as interviewed by Jeanne Wolf, Saturday Evening Post, September/October 2017

“I lose faith in mathematics, logical and rigid. What with those that even zero doesn’t accept?”

Dejan Stojanovic (1959) poet, writer, and businessman

"I and I," p. 30
The Shape (2000), Sequence: “Happiness of Atoms”

“Your strength as a rationalist is your ability to be more confused by fiction than by reality. If you are equally good at explaining any outcome, you have zero knowledge.”

Eliezer Yudkowsky (1979) American blogger, writer, and artificial intelligence researcher

Your Strength As A Rationalist http://lesswrong.com/lw/if/your_strength_as_a_rationalist/ (August 2007)

“The fiction of an ideal language composed of pure atomic statements is as metaphysical as the fiction of Laplace's 'spirit'. Scientific language, with its ever growing equipment of systematic symbol formations, can by no means be regarded as an approximation to such an ideal language.”

Otto Neurath (1882–1945) austrian economist, philosopher and sociologist

Source: 1930s, "Protocol Statements" (1932), p. 91

“Infinity is the land of mathematical hocus pocus. There Zero the magician is king. When Zero divides any number he changes it without regard to its magnitude into the infinitely small [great? ], and inversely, when divided by any number he begets the infinitely great [small? ]. In this domain the circumference of the circle becomes a straight line, and then the circle can be squared. Here all ranks are abolished, for Zero reduces everything to the same level one way or another. Happy is the kingdom where Zero rules!”

Paul Carus (1852–1919) American philosopher

"Logical and Mathematical Thought?" in The Monist, Vol. 20 (1909-1910), p. 69

“You cannot save democracy in a vacuum of idealism. You have got to be motivated by idealism, but you have got to also be fighting the hard problem of practical politics.”

Walter Reuther (1907–1970) Labor union leader

Statement to the Senate Subcommittee on Privileges and Elections, Washington, D.C., October 9, 1956, as quoted in Walter P Reuther: Selected Papers (1961), by Henry M. Christman, p. 170
1950s, Statement to the Senate Subcommittee on Privileges and Elections (1956)

“Let me also remind you that zero, like all of mathematics, is fictional and an idealization. It is impossible to reach absolute zero temperature or to get perfect vacuum. Luckily, mathematics is a fairyland where ideal and fictional objects are possible.”

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