Re: Winternitz Theorem
From: George Baloglou (baloglou_at_panix.com)
Date: 09/26/04
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Date: Sun, 26 Sep 2004 14:00:07 +0000 (UTC)
[reply address is baloglouAToswego.edu]
A reference *might* be in references #12 or #16 or #21 (but not #18 or #19)
of http://cg.scs.carleton.ca/~morin/publications/facility/center-ijcga.pdf ,
the co-authors of which refer to Winternitz's Theorem as "a classical result
that has been rediscovered many times [references] #12, #16, #18, #19, #21".
[This much I found by running a google search for Klee + Winternitz; I also
found Grunbaum's "Measures of Symmetry for Convex Sets", Proceedings of
Symposia in Pure Mathematics #7 pp. 233-270, which mentions *Winternitz's
Measure* (and *might* therefore include a reference to the original paper).]
baloglouAToswego.edu
Time in its slow, illimitable course brings all to light and buries all again
[Sophocles, Ajax 647]
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