Augustin-Louis Cauchy Quotes
As for methods I have sought to give them all the rigour that one requires in geometry, so as never to have recourse to the reasons drawn from the generality of algebra.
Augustin-Louis Cauchy
Quotes to Explore
At one time, I was very angry. I even treated fashion like a kind of crusade: you were either with us or against us, that kind of feeling. Now I know we need ideas, not kicking down a door.
Vivienne Westwood
Von Neumann languages do not have useful properties for reasoning about programs. Axiomatic and denotational semantics are precise tools for describing and understanding conventional programs, but they only talk about them and cannot alter their ungainly properties. Unlike von Neumann languages, the language of ordinary algebra is suitable both for stating its laws and for transforming an equation into its solution, all within the "language."
John Backus
The object of geometry in all its measuring and computing, is to ascertain with exactness the plan of the great Geometer, to penetrate the veil of material forms, and disclose the thoughts which lie beneath them? When our researches are successful, and when a generous and heaven-eyed inspiration has elevated us above humanity, and raised us triumphantly into the very presence, as it were, of the divine intellect, how instantly and entirely are human pride and vanity repressed, and, by a single glance at the glories of the infinite mind, are we humbled to the dust.
Benjamin Peirce
Dear Algebra, stop asking us to find your X, she’s not coming back
Woody Paige
Patience is a part of boxing. After I had missed out on the Olympic gold medal in 1984, a lot of people tried to talk me into turning professional quickly to make money. They told me that the next Olympics in Seoul would be boycotted again, that I was wasting my life, blah blah. But I still had unfinished business. I wanted the gold medal, and I got it in 88. Only then was I ready to turn professional.
Lennox Lewis
As for methods I have sought to give them all the rigour that one requires in geometry, so as never to have recourse to the reasons drawn from the generality of algebra.
Augustin-Louis Cauchy
