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Rendering Quotes - page 5 - Quotesdtb.com
Rendering Quotes - page 5
Just east, beyond the heavy door, lies the Senate chamber and a world Edward Kennedy has made his own, building a record of legislative accomplishment far more durable than his brothers'. It is an arena of triumphs and debacles and a legacy still half-built, still awaiting history's rendering. In the other direction, looking west through the tall windows, the senator has a stunning vista of the federal city and the great republic beyond. Two miles down the Mall, past the Washington Monument and Reflecting Pool, Lincoln stares back from his throne. Pivoting slightly to the right, Kennedy can see the broad sweep of Pennsylvania Avenue: beyond the Canadian Embassy and the National Archives, beyond the FBI and the Treasury to the white mansion at the bend in the road, to the house where, perhaps, he was never meant to live.
Ted Kennedy
...This contrariety between Reason and Necessity, which Spinoza threw out in so strong a light, I, strangely enough, applied to my own being; and what has been said is, properly speaking, only for the purpose of rendering intelligible what follows. [Original in German: Diesen Gegensatz, welchen Spinoza so kräftig heraushebt, wendete ich aber auf mein eignes Wesen sehr wunderlich an, und das Vorhergesagte soll eigentlich nur dazu dienen, um das, was folgt, begreiflich zu machen.].
Baruch Spinoza
In his curious tract on Stereometry, published in 1615, Kepler made some advances in the doctrine of infinitesimals. Prompted to the task by a dispute with the seller of some casks of wine, he studied the measurement of solids formed by the revolution of a curve round any line whatever. In solving some of the simplest of these problems, he conceived a circle to be formed of an infinite number of triangles having all their vertices in the centre, and their infinitely small bases in the circumference of the circle, and by thus rendering familiar the idea of quantities infinitely great and infinitely small, he gave an impulse to this branch of mathematics. The failure of Kepler, too, in solving some of the more difficult of the problems which he himself proposed roused the attention of geometers, and seems particularly to have attracted the notice of Cavaleri.
Johannes Kepler