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mathematics

/mathematics-quotes-and-sayings

513 Quotes

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The mathematics page groups 513 quotes under one canonical topic hub so readers and answer engines can cite a stable source instead of fragmented search results.

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Quotes filed under mathematics

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People enjoy inventing slogans which violate basic arithmetic but which illustrate __eeper_ truths, such as _1 and 1 make 1_ (for lovers), or _1 plus 1 plus 1 equals 1_ (the Trinity). You can easily pick holes in those slogans, showing why, for instance, using the plus-sign is inappropriate in both cases. But such cases proliferate. Two raindrops running down a window-pane merge; does one plus one make one? A cloud breaks up into two clouds -more evidence of the same? It is not at all easy to draw a sharp line between cases where what is happening could be called __ddition_, and where some other word is wanted. If you think about the question, you will probably come up with some criterion involving separation of the objects in space, and making sure each one is clearly distinguishable from all the others. But then how could one count ideas? Or the number of gases comprising the atmosphere? Somewhere, if you try to look it up, you can probably fin a statement such as, __here are 17 languages in India, and 462 dialects._ There is something strange about the precise statements like that, when the concepts __anguage_ and __ialect_ are themselves fuzzy.

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Douglas R. Hofstadter

Gödel, Escher, Bach: An Eternal Golden Braid

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Luck is not some esoteric, godlike phenomenon. Luck is countable but undefinable. Luck easily can be explained as number of factors acting in a favour of a person. These factors' behaviour could be statistically proved , and the probability of such result is possible. It is not related to something explainable event. Actually, the miracle would be if these events (luck) are not in presence in our life. The matter as then would be mathematics proved wrong. So, make your luck!"

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... This is a major theme in mathematics: things are what you want them to be. You have endless choices; there is no reality to get in your way.On the other hand, once you have made your choices then your new creations do what they do, whether you like it or not. This is the amazing thing about making imaginary patterns: they talk back!

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Paul Lockhart

A Mathematician's Lament: How School Cheats Us Out of Our Most Fascinating and Imaginative Art Form