
On Benjamin N. Cardozo in "Mr. Justice Cardozo" (1939); also in The Spirit of Liberty: Papers and Addresses (1952), p. 131.
Extra-judicial writings
Source: The Worldly Philosophers (1953), Chapter XI, Beyond the Economic Revolution, p. 307
On Benjamin N. Cardozo in "Mr. Justice Cardozo" (1939); also in The Spirit of Liberty: Papers and Addresses (1952), p. 131.
Extra-judicial writings
Source: Interregional and international trade. (1933), p. 32; As cited in: Andrea Maneschi (1998) Comparative Advantage in International Trade: A Historical Perspective p. 124.
Source: Capitalism and Modern Social Theory (1971), p. 37.
America's Drug Forum interview (1991)
Context: The proper role of government is exactly what John Stuart Mill said in the middle of the 19th century in On Liberty. The proper role of government is to prevent other people from harming an individual. Government, he said, never has any right to interfere with an individual for that individual's own good.
The case for is exactly as strong and as weak as the case for prohibiting people from overeating. We all know that overeating causes more deaths than drugs do. If it's in principle OK for the government to say you must not consume drugs because they'll do you harm, why isn't it all right to say you must not eat too much because you'll do harm? Why isn't it all right to say you must not try to go in for skydiving because you're likely to die? Why isn't it all right to say, "Oh, skiing, that's no good, that's a very dangerous sport, you'll hurt yourself"? Where do you draw the line?
Advertisement, pp.3-4
The Differential and Integral Calculus (1836)
“Calculus is the mathematics of change. …Change is characteristic of the world.”
Methods of Mathematics Applied to Calculus, Probability, and Statistics (1985)
As quoted in Gauss, Werke, Bd. 8, page 298
As quoted in Memorabilia Mathematica (or The Philomath's Quotation-Book) (1914) by Robert Edouard Moritz, quotation #1215
As quoted in The First Systems of Weighted Differential and Integral Calculus (1980) by Jane Grossman, Michael Grossman, and Robert Katz, page ii
A Treatise on Isoperimetrical Problems, and the Calculus of Variations (1810)
Context: There is another point... and that is the method of demonstration by geometrical figures. In the first solution of Isoperimetrical problems, the Bernoullis use diagrams and their properties. Euler, in his early essays, does the same; then, as he improves the calculus he gets rid of constructions. In his Treatise [footnote: Methodus inveniendi, &c. ], he introduces geometrical figures, but almost entirely, for the purpose of illustration: and finally, in the tenth volume of the Novi Comm. Petrop. as Lagrange had done in the Miscellanea Taurinensea, he expounds the calculus, in its most refined state, entirely without the aid of diagrams and their properties. A similar history will belong to every other method of calculation, that has been advanced to any degree of perfection. <!--Preface p. vii-viii