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.
Quotes to Explore
-
Persistence is the answer, and a sense of humor helps.
-
Work my hands in the soil, what's the pay for all the toil? Dust for blood, dust for blood, dust for blood.
-
Imagine if investors in Wal-Mart really cared about bribery at that company's overseas operations or safety standards at its overseas manufacturing plants. If investors pulled their capital, corporate leaders would have to respond.
-
The risk to be percieved defines the duty to be obeyed.
-
I'm from the same planet as David Bowie.
-
The bud may have a bitter taste, But sweet will be the flower.
-
He that has seen both sides of fifty has lived to little purpose if he has no other views of the world than he had when he was much younger.
-
A man who limits his interests limits his life.
-
Remember how in that communion only, beholding beauty with the eye of the mind, he will be enabled to bring forth, not images of beauty, but realities (for he has hold not of an image but of a reality), and bringing forth and nourishing true virtue to become the friend of God and be immortal, if mortal man may.
-
If it were now to die, 'twere now to be most happy.
-
Pure and simple, any person who is enjoying life is a success.
-
How do I feel when I am invited to a congregation of scientists? I feel quite at home. When they break into their cultic scientific argot, I know when I'm not wanted and step out for a drink.
-
...to characterize the import of pure geometry, we might use the standard form of a movie-disclaimer: No portrayal of the characteristics of geometrical figures or of the spatial properties of relationships of actual bodies is intended, and any similarities between the primitive concepts and their customary geometrical connotations are purely coincidental.
-
The only difference between a winner and a loser is character.
-
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.
