ATD p. 324
rich
richard.romeo at gmail.com
Mon Nov 27 19:51:49 CST 2006
during the conversations, there's mention of Tesla's tower being built on
Long Island so it's at least 1901 when construction began.
also the whole Kit and Vibe relationship reminds me a bit of the
Wyatt-Recktall Brown one in The Recognitions
rich
On 11/24/06, Anville Azote <anville.azote at gmail.com> wrote:
>
> Does anybody better at untangling chronologies than I have a date for
> when the conversation between Kit Traverse and Heino Vanderjuice on
> pp. 324--25 occurs?
>
> "Well, Mr. Traverse, if you ever considered becoming that 'something
> else,' Germany would seem the logical place for you. Grassmann's
> Ausdehnungslehre can be extended to any number of spatial dimensions
> you like. Dr. Hilbert in Goettingen is developing his 'Spectral
> Theory,' which requires a vector space of infinite dimensions. His
> co-adjutor Minkowski thinks that dimensions will eventually all just
> fade away into a Kontinuum of space and time. Minkowski and Hilbert,
> in fact, will be holding a joint seminar at Goettingen next year in
> the electrodynamics of moving bodies, not to mention Hilbert's recent
> work on Eigenheit theory---vectors right in the heart and soul of it
> all, mightn't it be, as you lads say, 'just the ticket'?"
>
> The reference to the seminar "next year" would place this conversation
> in 1904, seven years earlier than any reference I've seen for
> Minkowski's famous statement about space and time sinking into mere
> shadows and only a union of the two "preserving an independent
> reality". (I quoted this in connection with Paul Di Filippo's
> delightful Pynchon-as-protagonist story a few weeks ago; were I a true
> sensitive, I would already be orbiting through the apogee of a true
> paranoia.)
>
> http://www-groups.dcs.st-and.ac.uk/~history/Biographies/Minkowski.html
>
> "Eigenheit" translates to "peculiarity", AFAIK. Of course, "eigen-"
> is a commonly used prefix in mathematics and physics, typically
> interpreted as "own" or "characteristic".
>
>
> http://ocw.mit.edu/OcwWeb/Mathematics/18-06Spring-2005/VideoLectures/index.htm
>
> -A. A.
>
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