Stephen Black quoted John Gribbin as follows:

"The best things in science are both beautiful and simple, a fact that all
too many teachers conceal from their students"

This is an attractive idea, but by no means always the case (as far as the
"simple" is concerned). The equation(s) top of the list of greatest
equations as voted for by a group of physicists recently were the
electromagnet equations of James Clerk Maxwell. No one would deny that
this achievement ranks with the greatest in science, but if anyone hopes
it is simple, take a look at
http://www.physicsweb.org/articles/world/17/10/2/1/pwpov2%5F10%2D04

My favourite is the one that came second, Euler's equation. In words it
reads:
'e' to the power of ('i' times 'pi') equals minus 1.
(See second in the above cited list for the proper mathematical notation.)

This is enough to take one's breath away. 'i' is the square root of minus
one (i.e., it is imaginary -- in layman's language, it doesn't exist). So
how come that a simple expression involving two transcendental numbers
(exponential 'e' and 'pi') and the imaginary 'i' can turn out to be equal
to precisely minus one? Awe-inspiring! (Comments on this equation by
respondents to the poll: "uncanny and sublime"; "filled with cosmic
beauty"; and "mind-blowing".)

See the full article with a fascinating exposition of the top equations
at:
http://www.physicsweb.org/articles/world/17/10/2/1#pwpov2_10-04

Allen Esterson
Former lecturer, Science Department
Southwark College, London
[EMAIL PROTECTED]

http://www.human-nature.com/esterson/index.html
http://www.butterfliesandwheels.com/articleprint.php?num=10
http://www.butterfliesandwheels.com/articleprint.php?num=57
http://www.butterfliesandwheels.com/articleprint.php?num=58
http://www.psychiatrie-und-ethik.de/infc/1_gesamt_en.html



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