Family Paragraph Quotes & Sayings
Enjoy reading and share 4 famous quotes about Family Paragraph with everyone.
Top Family Paragraph Quotes
Time passes, as the novelist says. The single most useful trick of fiction for our repair and refreshment: the defeat of time. A century of family saga and a ride up an escalator can take the same number of pages. Fiction sets any conversion rate, then changes it in a syllable. The narrator's mother carries her child up the stairs and the reader follows, for days. But World War I passes in a paragraph. I needed 125 pages to get from Labor Day to Christmas vacation. In six more words, here's spring. — Richard Powers
But you know how it is with fathers and sons. We can't say what we want to say. We think a nod is a paragraph and a sentence is a book, and, in the end, all that's important is left unspoken. — Peter Kirby
I have tried to find a configuration of comfort for you. A word, a sentence, a paragraph that would make you feel better, validated, vindicated, justified in your needs and wants. (...) You are not alone in this need for more, or in falling prey to the sway of expectation. Every person the world over has a ideal. These quintessential assumptions affect every relationship we cultivate, be it family, friendships or even romantic bonds. The truth of the matter is that we cannot hold people to our pie-in-the-sky notions. — Tamara Thiel
If you're now noticing a certain family resemblance among this no-successive-instant problem, Zeno's Paradoxes, and some of the Real Line crunchers described in Paragraph 2c and -e, be advised that this is not a coincidence. They are all facets of the great continuity conundrum for mathematics, which is that (Infinity)-related entities can apparently be neither handled nor eliminated. Nowhere is this more evident than with 1/(Infinity)s. They're riddled with paradox and can't be defined, but if you banish them from math you end up having to posit an infinite density to any interval, in which the idea of succession makes no sense and no ordering of points in the interval can ever be complete, since between any two points there will be not just some other points but a whole infinity of them.
Overall point: However good calculus is at quantifying motion and change, it can do nothing to solve the real paradoxes of continuity. Not without a coherent theory of (Infinity), anyway. — David Foster Wallace