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An Introduction to the History of
Transcendental Numbers is the title of a Maple-based talk I gave on May 6th 2004 to the Dublin Branch of the Irish Mathematics Teachers Association. In my talk I covered only a small part of the very substantial Maple worksheet (along the lines of my Austria 2001 Fermat's little theorem talk) which I prepared for the occasion. The active mws file, with all outputs removed, is available here (343KB), the same file in zip format is available here (93KB), and the text only html version is available here (this is a large files with over 1000 gifs). A hard copy runs to 77 A4 printed pages. I have been asked about the possibility of a PDF version, but I don't have that facility; it is something I will have to investigate. Some photographs of 'Fred' (as he was known to us all) - on the occasion of the 1998 Queen's Anniversary Award - may be viewed here.
A Panorama of Number Theory or The View from Baker's Garden
Resources in Transcendental Numbers Michel Waldschmidt generously provides a wealth of valuable papers and transparencies Tanguy Rivoal (zeta function at 3, 5, 7, ... )
In April 2004 I sent an email
to the Number Theory Mailing List in which I wrote "...I would very much
appreciate hearing from anyone who offers courses - with web related material -
on transcendental numbers (I'd like to make links to them). Does anyone teach
any transcendence proofs at undergraduate level? I'd be very interested to know." I thank Paula Cohen for informing me with the following excellent site (which, so far, is the only one of which I've heard): David Angell's University of New South Wales course on Irrationality and Transcendence
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Contact details After August 31st 2007 please use the following Gmail address: jbcosgrave at gmail.com
This page was last updated 07 May 2004 16:05:20 -0000 |