| Newsgroups: sci.math
Path: decwrl!hplabs!sdcrdcf!lewis
Subject: Query regarding AMS Abstract
Posted: 26 Nov 87 02:35:28 GMT
Organization: Unisys - System Development Group, Santa Monica
In the August, 1987 issue of the AMS Abstracts (vol 8, number 5)
the following appears on page 324 (first abstract under the
classification "Number Theory" for the August 5-8 AMS meeting
at Salt Lake City (U. of Utah)):
*836-11-02 K. U. Lu, Califiornia State University, Long Beach,
Ca 90840 On the Riemann Hypothesis
-------------------------
The extended Riemann Zeta function is defined and the Riemann Hypothesis
is proved.
(Received March 20, 1987)
My question is: does anyone know whether or not the talk was actually
given, or was this another case where the guy shows up in a wheelchair
and his wife apologizes and says that his paper will be published
later? (Something like that was supposed to have happened at a meeting
a few years ago.)
Ian Ferris posting from Hugh Lewis's account:
Hugh Lewis [email protected]
{hplabs,ihnp4,sdcsvax,allegra,trwrb}!sdcrdcf!lewis
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| Given that the abstract was in the August, 1987, issue and that
there hasn't been front page coverage of a breakthrough since
then, one can conclude that the author was either wrong or it was
a hoax. But which? Did some very good mathematician honestly
think that he had proven this?
What is the definition of the "extended" Zeta function?
How does it differ from zeta(s) = sum(n=1 to inf.) 1/(n^s) ?
What precisely is the Riemann Hypothesis? [I am unclear on
"all zeroes" vs. "all zeroes in the critical strip" and on
<'s vs. <='s on the boundary.]
Dan
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