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Read through the most famous quotes by topic #cs
...There are issues worth advancing in images worth admiring; and the truth is never "plain," nor appearances ever "sincere." To try to make them so is to neutralize the primary, gorgeous eccentricity of imagery in Western culture since the Reformation: the fact that it cannot be trusted, that imagery is always presumed to be proposing something contestable and controversial. This is the sheer, ebullient, slithering, dangerous fun of it. No image is presumed inviolable in our dance hall of visual politics, and all images are potentially powerful. ↗
…My present attitude toward politics as it is practiced in the United States: it is a beautiful fraud that has been imposed on the people for years, whose practitioners exchange gilded promises for the most valuable thing their victims own, their votes. And who benefits most? The lawyers. (Chapter 4) ↗
One can be enlightened about proofs as well as theorems. Without enlightenment, one is merely reduced to memorizing proofs. With enlightenment about a proof, its flow becomes clear and it can become an item of astonishing beauty. In addition, the need to memorize disappears because the proof has become part of your soul. ↗
If we increase r [in a logistic map] even more, we will eventually force the system into a period-8 limit cycle, then a period-16 cycle, and so on. The amount that we have to increase r to get another period doubling gets smaller and smaller for each new bifurcation. This cascade of period doublings is reminiscent of the race between Achilles and the tortoise, in that an infinite number of bifurcations (or time steps in the race) can be confined to a local region of finite size. At a very special critical value, the dynamical system will fall into what is essentially an infinite-period limit cycle. This is chaos. ↗
[I]t is the writer's duty to write fiction which promotes virtue, the good, the beautiful, and above all, the true. ... It is the writer's duty to hate injustice, to defy the powerful, and to speak for the voiceless. To be ... the severest critics of our own societies. ↗
Mathematics, rightly viewed, possesses not only truth, but supreme beauty—a beauty cold and austere, like that of sculpture, without appeal to any part of our weaker nature, without the gorgeous trappings of painting or music, yet sublimely pure, and capable of a stern perfection such as only the greatest art can show. ↗
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