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Conference rusure::math

Title:Mathematics at DEC
Moderator:RUSURE::EDP
Created:Mon Feb 03 1986
Last Modified:Fri Jun 06 1997
Last Successful Update:Fri Jun 06 1997
Number of topics:2083
Total number of notes:14613

1965.0. "What are the qualities needed to do mathematics?" by BATVX1::ESANU (Au temps pour moi) Wed Apr 12 1995 12:14

When I was studying mathematics at the University of Bucharest, a long time
ago, in 1977, Prof. Martin Jurchescu, a great specialist in complex
analysis, began his course with two questions. The first one was:

	What are the qualities needed to do mathematics?

And he answered: courage. Because when you read or find out, or think
about, a problem and set to solve it, you don't know whether you'll be able
to solve it.

For me this answer says also something about modesty and humility in doing
mathematics.

What do you think about this question? What would you answer? And why?

Mihai.
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1965.1late night musingsAUSSIE::GARSONachtentachtig kacheltjesWed Apr 12 1995 12:4010
    re .0
    
    Good question. Good answer but I would answer something like
    "mathematical intuition" - an ability to home in on the right approach.
    Where does it come from? Perhaps the ability to see patterns, make
    analogies, see structure. Who knows?
    
    Courage and perseverance are certainly needed too.
    
    Are you going to tell us what your Prof's second question was?
1965.2re .1: What are mathematics?BATVX1::ESANUAu temps pour moiThu Apr 13 1995 12:3916
The second question that Prof. Martin Jurchescu asked us was simply: what
are mathematics?

I am sorry today of having risen up and proudly answered giving Bourbaki's
definition: mathematics are the study of structures, which are algebraic,
topological and logical structures. Why am I sorry? Because that was an
shut-up answer, relying on Bourbaki's scientific authority, and which
closed up the discussion. Prof. Jurchescu might have wanted to arrive to
this definition after a longer and more enriching discussion. On the other
hand, Bourbaki's definition is certainly true, but it's kind of a
tautology, as it relies on former mathematics knowledge. The question is,
how would you explain what mathematics are to a kid, or an extraterrestrial
(supposing that you can communicate with one without having a common
mathematical basis).

Mihai.