Binary Quotes - page 2
Machine-held strings of binary digits can simulate a great many kinds of things, of which numbers are just one kind. For example, they can simulate automobiles on a freeway, chess pieces, electrons in a box, musical notes, Russian words, patterns on a paper, human cells, colors, electrical circuits, and so on. To think of a computer as made up essentially of numbers is simply a carryover from the successful use of mathematical analysis in studying models. Most of this series of lectures has been devoted to applications of computers, and this is not the time to give details about their usefulness. I merely wish to point out certain types of things being done with computers today that could not have been done in 1945. Some of these are technological, some are intellectual.
George Forsythe
But you see, our society is still trapped in this binary, black/white logic and that has had some very positive implications for our generation. It's had some very negative ones as well and one of the negative ones is that it creates enormous identity problems for people who have one black ancestor and all white ancestors for example.
Henry Louis Gates
Cancer will not defeat John McCain. And John McCain will not beat cancer. Cancer is neither an opponent nor a binary condition. A medical team finds it, cuts it out, poisons it, irradiates it and prays for the best. If they are successful, if your stars are aligned, your cancer will go into hiding and lurk just outside the gates of good fortune for a long time.
John McCain
Incomplete knowledge of the future, and also of the past of the transmitter from which the future might be constructed, is at the very basis of the concept of information. On the other hand, complete ignorance also precludes communication; a common language is required, that is to say an agreement between the transmitter and the receiver regarding the elements used in the communication process...
[The information of a message can] be defined as the 'minimum number of binary decisions which enable the receiver to construct the message, on the basis of the data already available to him.' These data comprise both the convention regarding the symbols and the language used, and the knowledge available at the moment when the message started.
Dennis Gabor
In this era of ubiquitous information, complexity, and intense scrutiny, it is becoming routine to respond to reports of character flaws in business, athletics, and politics with an indifferent shrug and a "Yes, but..." It's becoming easier to rationalize a lack of character by emphasizing accomplishments, as though this were a binary choice. It's becoming commonplace that character flaws are greeted with skepticism. In this environment, character matters even more. Building teams requires bringing together individuals with the right credentials, commitment, and character. A lack of any one of these will eventually mean trouble. Our teams- both leaders and followers- will and should be judged not only by what they accomplish but also by how. Neither leading nor following will be effective if personal interactions and beliefs are considered mere differences in perception. Rather, both leading and following require conviction and character.
Martin Dempsey
We have seen that the law which causes rotation in the single solar masses, is exactly the same which produces the familiar phenomenon of a small whirlpool or dimple in the surface of a stream. Such dimples are not always single. Upon the face of a river where there are various contending currents, it may often be observed that two or more dimples are formed near each other with more or less regularity. These fantastic eddies, which the musing poet will sometimes watch abstractedly for an hour, little thinking of the law which produces and connects them, are an illustration of the wonders of binary and ternary solar systems.
Robert Chambers (publisher born 1802)
In 1858 he was selected by [the British Association] to prepare a report upon the Theory of Numbers. It was prepared in five parts, extending over the years 1859-1865. It is neither a history nor a treatise, but something intermediate. The author analyzes with remarkable clearness and order the works of mathematicians for the preceding century upon the theory of congruences, and upon that of binary quadratic forms. He returns to the original sources, indicates the principle and sketches the course of the demonstrations, and states the result, often adding something of his own. The work has been pronounced to be the most complete and elegant monument ever erected to the theory of numbers, and the model of what a scientific report ought to be.
Henry John Stephen Smith
