Proportion Quotes - page 17
![A culture fixated on female thinness is not an obsession about female beauty, but an obsession about female obedience. Women's dieting has become what Yale psychologist Judith Rodin calls a 'normative obsession,' a never-ending passion play given international coverage out of all proportion to the health risks associated with obesity, and using emotive language that does not figure even in discussions of alcohol or tobacco abuse. [...] Dieting is the most potent political sedative in women's history; a quietly mad population is a tractable one. (Naomi Wolf)](https://cdn.quotesdtb.com/img/quotes_images_webp/81/naomi-wolf-abuse-alcohol-964581.webp)
Some... agreeing with Philolaus, believe that the proportion is called harmonic because it attends upon all geometric harmony, and they say that 'geometric harmony' is the cube because it is harmonized in all three dimensions, being the product of a number thrice multiplied together. For in every cube this proportion is mirrored; there are in every cube 12 sides, 8 angles and 6 faces; hence 8, the [harmonic] mean between 6 and 12, is according to harmonic proportion...
Nicomachus
[the 'Surfboards' - series works Noland made mid-70's] were almost like cut-out figures without being figurative... I think of them, in some way, as being like figures; they remind me of figures in vertical Cubist paintings. Even the small pictures have that kind of human proportion in the rectangles. It's not exactly a reference, but the relation of length to width in the rectangles is like a person.
Kenneth Noland
It may fairly be claimed that humanity has, within the past hundred years, found a way of carrying a theatre in its pocket; and so long as humanity remains what it is, it will delight in taking out its pocket-stage and watching the antics of the actors, who are so like itself and yet so much more interesting. Perhaps that is, after all, the best answer to the question, "What is a novel?” It is, or ought to be, a pocket-stage. Scenery, light, shade, the actors themselves, are made of words, and nothing but words, more or less cleverly put together. A play is good in proportion as it represents the more dramatic, passionate, romantic, or humorous sides of real life. A novel is excellent according to the degree in which it produces the illusions of a good play-but it must not be forgotten that the play is the thing, and that illusion is eminently necessary to success.
Francis Marion Crawford
What we commonly call sensibility, depends, in a great measure, on the power of imagination. Point out two men, any object of compassion; --a man, for example, reduced by misfortune from easy circumstances to indigence. The one feels merely in proportion to what he perceives by his senses. The other follows, in imagination, the unfortunate man to his dwelling, and partakes with him and his family in their domestic distresses.... As he proceeds in the painting, his sensibility increases, and he weeps, not for what he sees, but for what he imagines. It will be said, that it was his sensibility which originally aroused his imagination; and the observation is undoubtedly true; but it is equally evident, on the other hand, that the warmth of his imagination increases and prolongs his sensibility.
Dugald Stewart
I do not know a greater fault in the nurture of children than the conniving at the wanton acts of barbarity which they practise at an early age upon innocent insects; the judgment of that parent must be exceedingly defective, or strangely perverted, who can proportion the degree of cruelty to the smallness of the creature that unfortunately becomes the sufferer. It is but a fly, perhaps he may say, when he sees his child pluck off its wings or its legs by way of amusement; it is but a fly, and cannot feel much pain; besides the infant would cry if I was to take it from him, and that might endanger his health, which surely is of more consequence than many flies: but I fear worse consequences are to be dreaded by permitting it to indulge so vicious an inclination, for as it grows up, the same cruelty will in all likelihood be extended to larger animals, and its heart by degrees made callous to every claim of tenderness and humanity.
Joseph Strutt
As Jews presently enjoy a disproportionate share of the wholesale and retail trade, such a balanced distribution can be achieved only by refusing them further trading licenses, until such a time as the other main population groups, such as English- and Afrikaans-speakers, have gained a proportion which (as far as practicable) corresponds to their percentage of the white population. ... Of course, the discrimination must disappear as soon as the correct balance (ewewigtige toestand) has been achieved.
Hendrik Verwoerd
The Pythagoreans discovered the existence of incommensurable lines, or of irrationals. This was, doubtless, first discovered with reference to the diagonal of a square which is incommensurable with the side, being in the ratio to it of √2 to 1. The Pythagorean proof of this particular case survives in Aristotle and in a proposition interpolated in Euclid's Book X.; it is by a reductio ad absurdum proving that, if the diagonal is commensurable with the side, the same number must be both odd and even. This discovery of the incommensurable... showed that the theory of proportion invented by Pythagoras was not of universal application and therefore that propositions proved by means of it were not really established.... The fatal flaw thus revealed in the body of geometry was not removed till Eudoxus discovered the great theory of proportion (expounded in Euclid's Book V.), which is applicable to incommensurable as well as to commensurable magnitudes.
Thomas Little Heath
The most probable view is that adopted by Nesselmann, that the works which we know under the three titles formed part of one arithmetical work, which was, according to the author's own words, to consist of thirteen Books. The proportion of the lost parts to the whole is probably less than it might be supposed to be. The Porisms form the part the loss of which is most to be regretted, for from the references to them it is clear that they contained propositions in the Theory of Numbers most wonderful for the time.
Thomas Little Heath
Take the case of a famous problem which plays a great part in the history of Greek geometry, the doubling of the cube, or its equivalent, the finding of two mean proportionals in continued proportion between two given straight lines. ...if all the recorded solutions are collected together, it is much easier to see the relations, amounting in some cases to substantial identity, between them, and to get a comprehensive view of the history of the problem. I have therefore dealt with this problem in a separate section of the chapter devoted to 'Special Problems,' and I have followed the same course with the other famous problems of squaring the circle and trisecting any angle.
Thomas Little Heath
There has been a rush of competitors anxious to be first in the field with a new text-book on the more "practical" lines which now find so much favour. The natural desire of each teacher who writes such a text-book is to give prominence to some special nostrum which he has found successful with pupils. One result is, too often, a loss of a due sense of proportion... It is, perhaps too early yet to prophesy what will be the ultimate outcome of the new order of things; but it would at least seem possible that history will repeat itself and that, when chaos has come again in geometrical teaching, there will be a return to Euclid more or less complete for the purpose of standardising it once more.
Thomas Little Heath
Management, in any continuously successful plant, is not related to single workers but always to working groups. In every department that continues to operate, the workers have whether aware of it or not formed themselves into a group with appropriate customs, duties, routines, even rituals; and management succeeds (or fails) in proportion as it is accepted without reservation by the group as authority and leader.
Elton Mayo
