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Andrew Wiles (Biography)

Sir Andrew John Wiles (born 1953) is a British mathematician who proved Fermat's last theorem. It was Fermat's last theorem that inspired Wiles to go into mathematics at an early age. He studied at Oxford University, later Cambridge, and now teaches at Princeton.

After Kenneth Ribet suggested there might be a connection between the famous Fermat problem and the Taniyama-Shimura-Weil conjecture, Wiles decided to focus entirely on that connection. A proof he presented in 1993 was incomplete, but Wiles and his former student Richard Taylor were able to fill in the gaps of the proof. This was after Wiles turned 41, so he was ineligible for the Fields medal, but received plenty of other prizes in recognition, such as the Royal Medal and the Clay Research Award. He was knighted in 2000, and the Clay Mathematics Institute asked him to write the official problem description of the Birch and Swinnerton-Dyer conjecture for the Millennium Problems.

Wiles was mentioned in an episode of Star Trek: Deep Space Nine, retconning Picard's statement in The Next Generation that Fermat's last theorem was still unsolved as of the 24th century.

Bibliography

1
P. Farrand The Nitpicker's Guide for Next Generation Trekkers 2. New York: Dell (1995): 178



"Andrew Wiles" is owned by PrimeFan. [ full author list (5) | owner history (1) ]
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Other names:  Sir Andrew John Wiles, Andrew John Wiles
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Cross-references: star, Millennium Problems, Birch and Swinnerton-Dyer conjecture, Fields medal, proof, Taniyama-Shimura-Weil conjecture, Fermat's last theorem
There are 11 references to this entry.

This is version 6 of Andrew Wiles, born on 2007-01-05, modified 2007-01-11.
Object id is 8718, canonical name is AndrewWiles.
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Classification:
AMS MSC01A60 (History and biography :: History of mathematics and mathematicians :: 20th century)
 01A61 (History and biography :: History of mathematics and mathematicians :: Twenty-first century)
 01A65 (History and biography :: History of mathematics and mathematicians :: Contemporary)

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