[FOM] Pure mathematics and humanity's collective curiosity
Robert Black
Mongre at gmx.de
Thu Oct 18 17:30:00 EDT 2007
>
>> Lobachevsky had in mind the
>> possibility that physical space could be non-euclidean to begin with.
>
>Gauss also, it is said. I have read that he went to the trouble of
>triangulating from three mountain peaks to see if there was significant
>deviation from Euclidean angles. Alas, I cannot find a reference;
>can anyone help out on this?
>
I think you'll find it's a myth - see for example Buehler's biography
of Gauss. Actually, I'm a bit sceptical about Gauss and non-euclidean
geometry in general. Nineteenth-century German historians of
mathematics were just unable to accept that something so important
could have come from a Hungarian or even worse a Slav and not from
THE GREAT GERMAN MATHEMATICIAN, and were rather too willing to
believe Gauss's claim (made *after* he had seen Bolyai's work) that
he had come to the result years before and just not published it
through fear of the 'Boetians'. But perhaps there's a proper
historian of mathematics on this list who can refute my scepticism.
Robert
--
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Robert Black
Dept of Philosophy
University of Nottingham
Nottingham NG7 2RD
tel. 0115-951 5845
home tel. 0115-947 5468
[in Berlin: 0(049)30-44 05 69 96]
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