Continuity Quotes - page 7
Perhaps the most remarkable property of living cells and organisms is their ability to reproduce themselves for countless generations with nearly perfect fidelity. This continuity of inherited traits implies constancy, over millions of years, in the structure of the molecules that contain the genetic information.
Albert L. Lehninger
A leaderless but powerful network is working to bring about radical change in the United States. Its members have broken with certain key elements of Western thought, and they may even have broken continuity with history. This network is the Aquarian Conspiracy. It is a conspiracy without a political doctrine. Without a manifesto. With conspirators who seek power only to disperse it, and whose strategies are pragmatic, even scientific, but whose perspective sounds so mystical that they hesitate to discuss it. Activists asking different kinds of questions, challenging the establishment from within.
Marilyn Ferguson
Europe is not really even a geographic entity; it is separated from Asia only at one point, the Bosphorus, by a small stretch of water. North of that there is continuity over the russians steppes, a complete terrestrial flow. I suggest that is also true of culture, and indeed of social organization. Indeed Europe has never been purely isolated, purely Christian. Instead of Christian Europe, one has to see the continent as penetrated by the three world religions that originated in the Near East and which indeed had a common mythology or sacred text; in order of arrival these were Judaism, Christianity and Islam. (...) All have equal entitlements to be present, and in this general ('objective') sense none can be considered only as the Other; they are part of Europe, part of our heritage.
Jack Goody
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
The above comparison of the domain R of rational numbers with a straight line has led to the recognition of the existence of gaps, of a certain incompleteness or discontinuity of the former, while we ascribe to the straight line completeness, absence of gaps, or continuity. In what then does this continuity consist? Everything must depend on the answer to this question, and only through it shall we obtain a scientific basis for the investigation of all continuous domains.
Richard Dedekind
The statement is so frequently made that the differential calculus deals with continuous magnitude, and yet an explanation of this continuity is nowhere given; even the most rigorous expositions of the differential calculus do not base their proofs upon continuity but, with more or less consciousness of the fact, they either appeal to geometric notions or those suggested by geometry, or depend upon theorems which are never established in a purely arithmetic manner. Among these, for example, belongs the above mentioned theorem, and a more careful investigation convinced me that this theorem, or any one equivalent to it, can be regarded in some way as a sufficient basis for infinitesimal analysis. It then only remained to discover its true origin in the elements of arithmetic and thus at the same time to secure a real definition of the essence of continuity. I succeeded Nov. 24, 1858.
Richard Dedekind
I do not believe that the real life of this nation is to be found either in great luxury hotels and the petty gossip of so-called fashionable suburbs, or in the officialdom of the organised masses. It is to be found in the homes of people who are nameless and unadvertised, and who, whatever their individual religious conviction or dogma, see in their children their greatest contribution to the immortality of their race. The home is the foundation of sanity and sobriety; it is the indispensable condition of continuity; its health determines the health of society as a whole.
Robert Menzies
There's no greatest moment in the arts. It's a life; it's a continuity thing. You can't have a great moment because it's spiritual. It's a belief; it's a calling. If you're an artist, doing your own thing on your own, it's while you're doing it that counts. It's a process. If you get too elated, you can get too depressed.
LeRoy Neiman
I think it sits quite happily with me, the condition of being an actor. I see some people getting quite eaten up with it, with the insecurities. There are times when I long for continuity and stability, but I also love the idea of not knowing what I'll be doing next - or even if I'm going to work.
Matthew Macfadyen
Marriage is the most obvious public practice about which information is readily available. When combined with the traditional Jewish concern for continuity and self-preservation - itself only intensified by the memory of the Holocaust - marriage becomes the sine qua non of social membership in the modern Orthodox community.
Noah Feldman
Whoever participates in universal Knowledge will regard two apparently contradictory truths as he would two points situated on one and the same circumference that links them together by its continuity and so reduces them to unity; in the measure in which these points are distant from and thus opposed to one another there will be contradiction and this contradiction will reach its maximum when the two points are situated at the extremities of a diameter of the circle; but this extreme opposition or contradiction only appears as a result of isolating the points under consideration from the circle and ignoring the existence of the latter.
Frithjof Schuon
