A Quote by George Bernard Shaw
The more reasonable a student was in mathematics, the more unreasonable she was in the affairs of real life, concerning which fewtrustworthy postulates have yet been ascertained.
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Eugene Wigner wrote a famous essay on the unreasonable effectiveness of mathematics in natural sciences. He meant physics, of course. There is only one thing which is more unreasonable than the unreasonable effectiveness of mathematics in physics, and this is the unreasonable ineffectiveness of mathematics in biology.
When philosophers talk about reason they often have in mind Having been in the business of philosophy more than half my life, I have learned that reason doesn't change many minds. But there's a more ordinary sense of resonableness, which involves not just logic but a sensitivity to other peoples real concerns, a desire to understand, even when you don't agree. Many people are reasonable in this way.I'm willing to think that the world will be made better by the conversations of reasonable people, even if there are unreasonable people and people who don't want to converse as well.
The real trouble with this world of ours is not that it is an unreasonable world, nor even that it is a reasonable one. The commonest kind of trouble is that it is nearly reasonable, but not quite. ... It looks just a little more mathematical and regular than it is; its exactitude is obvious, but its inexactitude is hidden; its wilderness lies in wait.
Human progress depends on unreasonable people. Reasonable people accept the world as they meet it; unreasonable people persist in trying to change it. Well, I'm Bob and I'm an unreasonable person. And if TED is anything, it is the olympics of unreasonable people.
To a reasonable creature, that alone is insupportable which is unreasonable; but everything reasonable may be supported.
I can observe the game theory is applied very much in economics. Generally, it would be wise to get into the mathematics as much as seems reasonable because the economists who use more mathematics are somehow more respected than those who use less. That's the trend.
And silence. She liked the silence most of all. The silence in which the body, senses, the instincts, are more alert, more powerful, more sensitized, live a more richly perfumed and intoxication life, instead of transmuting into thoughts, words, into exquisite abstractions, mathematics of emotion in place of violent impact, the volcanic eruptions of fever, lust and delight.
Nature is not personal. She is the compound of all these processes which move through the universe to effect the results we know as Life and of all the ordinances which govern that universe and that make Life continuous. She is no more the Hebrew's Jehovah than she is the Physicist's Force; she is as much Providence as she is Electricity; she is not the Great Pattern any more than she is the Blind Chance.
When the mathematician says that such and such a proposition is true of one thing, it may be interesting, and it is surely safe. But when he tries to extend his proposition to everything, though it is much more interesting, it is also much more dangerous. In the transition from one to all, from the specific to the general, mathematics has made its greatest progress, and suffered its most serious setbacks, of which the logical paradoxes constitute the most important part. For, if mathematics is to advance securely and confidently, it must first set its affairs in order at home.
Mystery is an inescapable ingredient of mathematics. Mathematics is full of unanswered questions, which far outnumber known theorems and results. It's the nature of mathematics to pose more problems than it can solve. Indeed, mathematics itself may be built on small islands of truth comprising the pieces of mathematics that can be validated by relatively short proofs. All else is speculation.
The wide world was changing, and she wanted a different place in it. Not just wanted, but felt she deserved. If the world didn't owe her a living, as her mother repeatedly warned her, it owed her a break. She had a strong sense that a better, more exciting, more rewarding life than that which had been the lot of her parents and grandparents was hers by right. In this she was guilty of nothing more serious than the arrogance of youth, from which every generation suffers and by which it distinguishes itself from the preceding one.
Greek mathematics is the real thing. The Greeks first spoke a language which modern mathematicians can understand... So Greek mathematics is 'permanent', more permanent even than Greek literature.
Nothing guarantees that reasonable people will agree about everything, of course, but the unreasonable are certain to be divided by their dogmas. It is time we recognized that this spirit of mutual inquiry, which is the foundation of all real science, is the very antithesis of religious faith.
Nothing drives your opponents more crazy than being utterly reasonable. And nothing makes demonizing or delegitimizing your opponents easier than letting them shriek unreasonable things for you. The Republicans need to get back to being the party that elicits unreasonable shrieking from their opponents. Not the other way around.
In reviewing the most mysterious doctrines of revelation, the ultimate appeal is to reason, not to determine whether she could have discovered these truths; not to declare whether, considered in themselves, they appear probable; but to decide whether it is not more reasonable to believe what God speaks than to confide in our own crude and feeble conceptions. No doctrine can be a proper object of our faith, which is not more reasonable to believe than to reject.
A work of art is something produced by a person, but is not that person — it is of her, but is not her. It’s a reach, really — the artist is trying to inhabit, temporarily, a more compact, distilled, efficient, wittier, more true-seeing, precise version of herself — one that she can’t replicate in so-called ‘real’ life, no matter how hard she tries. That’s why she writes: to try and briefly be more than she truly is.
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