During my controlled near-death experiences, I've met Sir Isaac Newton, who died back in 1727 as often as I've met Saint Peter. They both hang out at the Heaven end of the blue tunnel of the Afterlife. Saint Peter is there because it's his job. Sir Isaac is there because of his insatiable curiosity about what the blue tunnel is, how the blue tunnel works.
It isn't enough for Newton that during his eighty-five years on Earth he invented calculus, codified and quantified the laws of gravity, motion and optics, and designed the first reflecting telescope. He can't forgive himself for having left it to Darwin to come up with the theory of evolution, to Pasteur to come up with the germ theory, and to Albert Einstein to come up with relativity. "I must have been deaf, dumb, and blind not to have come up with those myself,” he said to me. "What could have been more obvious?”.
Kurt Vonnegut
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Just say "mister I'm sorry, I got no time to die, I'm too busy" and then turn and run like hell. If they say coward why don't pay any attention because it's your job to live not to die. If they talk about dying for principles that are bigger than life, you say "mister you're a liar. Nothing is bigger than life". There's nothing noble in death. What's noble about lying in the ground and rotting? What's noble about never seeing the sunshine again? What's noble about having your legs and arms blown off? What's noble about being an idiot? What's noble about being blind and deaf and dumb? What's noble about being dead? Because when you're dead, mister, it's all over. It's the end. You're less than a dog, less than a rat, less than a bee or an ant, less than a white maggot crawling around on a dungheap. You're dead, mister, and you died for nothing.
Dalton Trumbo
THEY who are acquainted with the present state of the theory of Symbolical Algebra, are aware, that the validity of the processes of analysis does not depend upon the interpretation of the symbols which are employed, but solely upon the laws of their combination. Every system of interpretation which does not affect the truth of the relations supposed, is equally admissible, and it is thus that the same process may, under one scheme of interpretation, represent the solution of a question on the properties of numbers, under another, that of a geometrical problem, and under a third, that of a problem of dynamics or optics. This principle is indeed of fundamental importance; and it may with safety be affirmed, that the recent advances of pure analysis have been much assisted by the influence which it has exerted in directing the current of investigation.
George Boole
Personally, I never met Knut Wicksell. I saw him once when he delivered a lecture in Oslo, but being an unassuming student at the time, I did not have the courage to talk to him. So my knowledge of his theory came only through his writings. That, however, was a very intense and absorbing form of making his acquaintance. Already from my early student days, I read his writings (in German and Swedish) avidly. And I continued to do so later.
When I started my study on Wicksell, I found that his works were not easy reading. Often it was only at the third or fourth reading that I grasped his ideas. Invariably, each new reading made me more and more enthusiastic. Sometimes it happened that I thought I had finally caught him in an inconsistency or in unclear thinking. Every time this happened, it turned out, however, that the error was mine.
Ragnar Frisch