Section Quotes - page 7
But Eudoxus the Cnidian, who was somewhat junior to Leon, and the companion of Plato, first of all rendered the multitude of those theorems which are called universals more abundant; and to three proportions added three others; and things relative to a section, which received their commencement from Plato, he diffused into a richer multitude, employing also resolutions in the prosecution of these.
Proclus
I have an expectation that there'll be a cooling in the existing market. But as I say, our view that we absolutely maintain is that we're bringing on-stream a section of the housing market that is undersupplied and that we don't expect to see a dramatic drop in people's housing values. [...] At the moment it's cooling because we're seeing potentially that easing off by meeting the fact that we're easing off a bit of demand. It's not clear whether or not that will be sustained. We believe that if we want to make sure we're addressing the issues we have, it is about addressing supply as well.
Jacinda Ardern
In fact, as we shall see in the next section, most attempts to explicitly measure military power are mere tabulations of forces of various sorts: the numbers of men underarms, the number of weapons of a given type, etc. This is in itself an evasion of the problem since it says nothing about the actual capabilities of the forces of one country to deal with another.
Andrew Marshall
An iniquitous social structure has produced an iniquitous power structure. Individuals and parties are not at fault. Political, social and economic monopolies exclude a large section of the masses from decision-making. To that extent they are undemocratic. So far teams of the ruling elite played and the rest were called to applaud. Now the onlookers are saying we also want to kick and net a goal, and we have our own team.
V. P. Singh
In the preceding section attention was called to the fact that every point p of the straight line produces a separation of the same into two portions such that every point of one portion lies to the left of every point of the other. I find the essence of continuity in the converse, i. e., in the following principle:
"If all points of the straight line fall into two classes such that every point of the first class lies to the left of every point of the second class, then there exists one and only one point which produces this division of all points into two classes, this severing of the straight line into two portions."
...every one will at once grant the truth of this statement; the majority of my readers will be very much disappointed in learning that by this commonplace remark the secret of continuity is to be revealed.
Richard Dedekind
It seems ironic that for most of my career I have been trying to perfect smooth and life-like animation action, but for Talos (which was the longest animation section of the film), it was necessary to create a deliberately stiff and mechanical movement in keeping with a bronze statue that had sprung to life.
Ray Harryhausen
What of the term 'meaning'? In the preceding discussion the term 'meaning' has been deliberately avoided. In general it is well to avoid this term in discussions of signs; theoretically, it can be dispensed with entirely and should not be incorporated into the language of semiotic. But since the term has had such a notorious history, and since in its consideration certain important implications of the present account can be made clear, the present section is devoted to its discussion.
Charles W. Morris
There is something quite startling in the law that will gladden the hearts of eugenicists, who are considerable in number -- though many are still in the closet. The section on Abortion Procedures declares that the state is not permitted to interfere -- at any stage -- in a woman's decision to terminate a pregnancy if "the fetus is affected by genetic defect or serious deformity or abnormality."
Nat Hentoff
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
