Illustrated Quotes - page 3
The communications challenge faced by reform movements the world over and illustrated by this incident is this: in the modern communications business, particularly in the case of television, negative is more newsworthy than positive; short term is more newsworthy than long term; disagreement is more newsworthy than agreement; emotion-laden critiques are more newsworthy than well reasoned proposals for constructive change; discord, threats to order, and bad government are much more newsworthy than peace, order, and good government.
Preston Manning
"SOCIETY and the Individual" is really the subject of this whole book, and not merely of Chapter One. It is my general aim to set forth, from various points of view, what the individual is, considered as a member of a social whole; while the special purpose of this chapter is only to offer a preliminary statement of the matter, as I conceive it, afterward to be unfolded at some length and variously illustrated.
Charles Cooley
What I love about Inuit carving is that it's so narrative, but it doesn't have the temporal dimension of an illustrated picture, where it feels like something happens before or after. Everything is happening in the sculpture, and you can hold the whole story in your hand. A lot of these sculptures are small enough that you can hide them in your hand completely so you're not looking at them, you're just feeling them. I.
Shaun Tan
The flood of photos sweeps away the dams of memory. Never before has a period known so little about itself. In the hands of the ruling society, the invention of illustrated magazines is one of the most powerful means of organizing a strike against understanding... The 'image-idea' drives away the idea.
Siegfried Kracauer
I have often observed, to my regret, that a widespread prejudice exists with regard to the educability of intelligence. The familiar proverb, "When one is stupid, it is for a long time," seems to be accepted indiscriminately by teachers with a stunted critical judgement. These teacher lose interest in students with low intelligence. Their lack of sympathy and respect is illustrated by their unrestrained comments in the presence of the children: "This child will never achieve anything... He is poorly endowed... He is not intelligent at all." I have heard such rash statements too often. They are repeated daily in primary schools, nor are secondary schools exempt from the charge.
Alfred Binet
The French botanist and chemist Henri-Louis Duhamel de Monceau (1700–1782) identified a fungal disease on the bulbs of saffron crocus (now named Helicobasidium purpureum) and illustrated its sclerotia on the bulbs. His report was read to the Academie royale des Sciences in April 1728; it was "wellconceived, thorough, and conclusive, and led to his election as adjoint chimiste in the same year” (Eklund 1971:223). Duhamel discovered that this fungus spreads underground from one bulb to another. In his Éléments d'agriculture (two volumes, 1762; English edition, 1764), he also accepted insects as a cause of some plant diseases.
Henri-Louis Duhamel du Monceau
Even during the fifteen years of Alptigin's reign Subuktigin is represented by Firishta in an untranslated passage to have made frequent attacks upon India, and even to have penetrated as far as Sodra on the Chinab, where he demolished idols in celebration of Mahmud's birth, which, as it occurred on the date of the prophet's birth, Subuktigin was anxious that it should be illustrated by an event similar to the destruction of idols in the palace of the Persian king by an earthquake, on the day of the prophet's birth.
Sabuktigin
Even during the fifteen years of Alptigin's reign Subuktigin is represented by Firishta in an untranslated passage to have made frequent attacks upon India, and even to have penetrated as far as Sodra on the Chinab, where he demolished idols in celebration of Mahmud's birth, which, as it occurred on the date of the prophet's birth, Subuktigin was anxious that it should be illustrated by an event similar to the destruction of idols in the palace of the Persian king by an earthquake, on the day of the prophet's birth.
Firishta
The worst reproach that Engels could make against the first English Marxists was that they were applying Marxism in a sectarian spirit. What would he have said, had he lived to see it, about a school of Marxists who after succeeding in capturing the state power proceeded to make a state religion of Marxism, a religion whose articles of faith and their interpretation are watched over by the government, a religion, the criticism of which, nay, the slightest deviation from which, is sternly punished by the State; a Marxism ruling by the methods of the Spanish Inquisition, propagated with fire and sword, practicing a theatrical ritual, as illustrated by the embalmed body of Lenin: a Marxism reduced to the status not only of a state religion but of a medieval or oriental faith? Such a Marxism may indeed be called a doctrinaire fanaticism.
Karl Kautsky
In the field of non-Euclidean geometry, Riemann... began by calling attention to a distinction that seems obvious once it is pointed out: the distinction between an unbounded straight line and an infinite line. The distinction between unboundedness and infiniteness is readily illustrated. A circle is an unbounded figure in that it never comes to an end, and yet it is of finite length. On the other hand, the usual Euclidean concept of a straight line is also unbounded in that it never reaches an end but is of infinite length.
...he proposed to replace the infiniteness of the Euclidean straight line by the condition that it is merely unbounded. He also proposed to adopt a new parallel axiom... In brief, there are no parallel lines. This ... had been tried... in conjunction with the infiniteness of the straight line and had led to contradictions. However... Riemann found that he could construct another consistent non-Euclidean geometry.
Morris Kline
A nonlinear differential equation of the Riccati type is derived for the covariance matrix of the optimal filtering error. The solution of this 'variance equation' completely specifies the optimal filter for either finite or infinite smoothing intervals and stationary or non-stationary statistics.
The variance equation is closely related to the Hamiltonian (canonical) differential equations of the calculus of variations. Analytic solutions are available in some cases. The significance of the variance equation is illustrated by examples which duplicate, simplify, or extend earlier results in this field.
The duality principle relating stochastic estimation and deterministic control problems plays an important role in the proof of theoretical results. In several examples, the estimation problem and its dual are discussed side-by-side.
Properties of the variance equation are of great interest in the theory of adaptive systems. Some aspects of this are considered briefly.
Rudolf E. Kálmán
