What did John Allen Paulos mean by: Defined broadly enough, mathematics encompasses everything. - John Allen Paulos Mathematician Copy
+ The Internet is the world’s largest library. It’s just that all the books are on the floor. Feraz Zeid, January 11, 2024January 11, 2024, John Allen Paulos, Book, Library, 0 - John Allen Paulos Mathematician
+ One must give up the fantasy of a perspicacious gunslinger/investor outwitting the market. Feraz Zeid, January 11, 2024January 11, 2024, John Allen Paulos, Fantasy, Giving Up, 0 - John Allen Paulos Mathematician
+ In the stock market… You can be right for the wrong reasons or wrong for the right reasons. Feraz Zeid, January 11, 2024January 11, 2024, John Allen Paulos, 0 - John Allen Paulos Mathematician
+ Mathematics is no more computation than typing is literature. Feraz Zeid, January 11, 2024January 11, 2024, John Allen Paulos, Literature, Math, Teaching, 0 - John Allen Paulos Mathematician
+ Data, data everywhere, but not a thought to think. Feraz Zeid, August 24, 2023December 24, 2023, John Allen Paulos, Data, 0 - John Allen Paulos Mathematician
+ So many see themselves as aggrieved; so few see themselves as aggrievers. Feraz Zeid, January 11, 2024January 11, 2024, John Allen Paulos, 0 - John Allen Paulos Mathematician
The flatterer does not think highly enough of himself or of others. Explain - Jean de la Bruyere Writer · France
We have not begun to understand the relationship between combinatorics and conceptual mathematics. - Jean Dieudonne
Logic and mathematics are nothing but specialised linguistic structures. Explain - Jean Piaget Psychologist · Switzerland
There is peace in dungeons, but is that enough to make dungeons desirable? Explain - Jean-Jacques Rousseau Philosopher · Switzerland
One should commit no stupidity twice, the variety of choice is, in the end, large enough. Explain - Jean-Paul Sartre Philosopher · France
What is boredom? It is when there is simultaneously too much and not enough. Explain - Jean-Paul Sartre Philosopher · France
Intellectuals cannot be good revolutionaries; they are just good enough to be assassins. Explain - Jean-Paul Sartre Philosopher · France
