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Quote by Edward G. Begle

“Mathematics education is much more complicated than you expected, even though you expected it to be more complicated than you expected.”

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Edward G. Begle

Edward G. Begle was a renowned mathematician known for his contributions to algebraic geometry and number theory. Born on November 27, 1914, he passed away on March 2, 1978. more

“Mathematics had never had more than a secondary interest for him ; and even logic he cared for chiefly as a means of clearing the ground of doctrines imagined to be proved, by showing that the evidence on which they were supposed to rest had no tendency to prove them. But he had been endeavouring to give a more active and positive help than this to the cause of what he deemed pure religion.”

Giving Mean Helping Science Causes Interest Pure Husband Prove Evidence Logic Mathematics Active Doctrine Tendencies Clearing

Author:Mary Everest Boole

“On foundations we believe in the reality of mathematics, but of course, when philosophers attack us with their paradoxes, we rush to hide behind formalism and say 'mathematics is just a combination of meaningless symbols,'... Finally we are left in peace to go back to our mathematics and do it as we have always done, with the feeling each mathematician has that he is working with something real. The sensation is probably an illusion, but it is very convenient.”

“Only dead mathematics can be taught where the attitude of competition prevails: living mathematics must always be a communal possession.”

Science Attitude Teaching Taught Mathematics Competition Possession Everest

Book:...Collected Works...

Source: ...Collected Works...

“Plenty of mathematicians, Hardy knew, could follow a step-by-step discursus unflaggingly-yet counted for nothing beside Ramanujan. Years later, he would contrive an informal scale of natural mathematical ability on which he assigned himself a 25 and Littlewood a 30. To David Hilbert, the most eminent mathematician of the day, he assigned an 80. To Ramanujan he gave 100.”

Years Science Nature Natural Ability Steps Mathematics Scales Plenty Mathematical Mathematician Hardy Ramanujan

Author:Robert Kanigel

“Questions that pertain to the foundations of mathematics, although treated by many in recent times, still lack a satisfactory solution. Ambiguity of language is philosophy's main source of problems. That is why it is of the utmost importance to examine attentively the very words we use.”

Stills Philosophy Use Problem Science Language Source Solutions Importance Mathematics Foundation Treated Ambiguity

Author:Giuseppe Peano

“I'm happy when I'm juggling, but I feel like I've gone from, like, 3 balls to 10 bowling balls. But, that's a good problem. I don't really have a complaint about that.”

Feels Problem Gone Balls Complaints Bowling Juggling

Author:Kirstie Alley

“I don't tweet, I don't go on Facebook. I think there's too much information about all of us out there. I'm liking the idea of privacy more and more.”

Thinking Ideas Too Much Information Goes On Privacy Tweet Too Much Information

Author:George Clooney

“The computer is important, but not to mathematics.”

Important Computer Mathematics

Book:PAUL HALMOS Celebrating 50 Years of Mathematics: Celebrating 50 Years of Mathematics

Source: PAUL HALMOS Celebrating 50 Years of Mathematics: Celebrating 50 Years of Mathematics

“The imaginary expression √(-a) and the negative expression -b, have this resemblance, that either of them occurring as the solution of a problem indicates some inconsistency or absurdity. As far as real meaning is concerned, both are imaginary, since 0 - a is as inconceivable as √(-a).”

Real Problem Expression Solutions Concerned Negative Mathematics Imaginary Absurdity Resemblance Inconsistency

Author:Augustus De Morgan

“The manuscript looks chaotic, even by mathematics standards.”

Looks Standards Mathematics Chaotic Manuscripts

Author:George Andrews

Quote by Edward G. Begle

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