I have throughout introduced the Integral Calculus in connexion with the Differential Calculus.... Is it always proper to learn every branch of a direct subject before anything connected with the inverse relation is considered? If so why are not multiplication and involution in arithmetic made to follow addition and precede subtraction? The portion of the Integral Calculus, which properly belongs to any given portion of the Differential Calculus increases its power a hundred-fold...
Augustus De MorganRelated topics
anything arithmetic branch calculus connexion differential follow given integral inverse learn multiplication power proper subtractionRelated quotes
... I have always endeavoured, as my double duty of believer and sovereign dictated, to follow the precepts of the sacred Book of Islam: precepts of balance, justice and moderation. Although my religious education was very literal, in that I learnt to understand the precepts of the Koran precisely according to the text, we have seen that on several occasions throughout my life, I have felt myself to be very particularly in the hands of the Almighty.
Muhammad Reza Pahlavi
Everything that I saw became something to be made, and it had to be exactly as it was, with nothing added. It was a new freedom: there was no longer the need to compose. The subject was there already made, and I could take from everything. It all belonged to me: a glass roof of a factory, with its broken and patched panels, lines on a road map, a corner of a Braque painting, paper fragments in the street. It was all the same: anything goes.
Ellsworth Kelly
Science seems to me to teach in the highest and strongest manner the great truth which is embodied in the Christian conception of entire surrender to the will of God. Sit down before fact as a little child, be prepared to give up every preconceived notion, follow humbly wherever and to whatever abysses nature leads, or you shall learn nothing. I have only begun to learn content and peace of mind since I have resolved at all risks to do this.
Thomas Henry Huxley
The work of the painter, the poet or the musician, like the myths and symbols of the savage, ought to be seen by us, if not as a superior form of knowledge, at least as the most fundamental and the only one really common to us all; scientific thought is merely the sharp point more penetrating because it has been whetted on the stone of fact, but at the cost of some loss of substance and its effectiveness is to be explained by its power to pierce sufficiently deeply for the main body of the tool to follow the head.
Claude Lévi-Strauss
Subjects who reciprocally recognize each other as such, must consider each other as identical, insofar as they both take up the position of subject; they must at all times subsume themselves and the other under the same category. At the same time, the relation of reciprocity of recognition demands the non-identity of one and the other, both must also maintain their absolute difference, for to be a subject implies the claim of individuation.
Jürgen Habermas
