Andrew Wiles is a mathematician best known for proving Fermat’s Last Theorem. This celebrated achievement arose out of his earlier work on the study of elliptic curves and has led to significant advances in the field of number theory.
Among Andrew’s numerous contributions to mathematics has been the proof of the Iwasawa conjecture, which posited a relationship between two distinct sets of mathematical objects associated with algebraic number fields. This work allowed him to carry out further important work on the Birch and Swinnerton–Dyer conjecture, one of the Clay Institute’s unsolved Millennium Prize Problems.
For his exceptional services to mathematics, Andrew was made Knight Commander of the Order of the British Empire in 2000. Amongst his numerous other awards, he has also received the prestigious Wolf Prize in Mathematics and the Royal Medal of the Royal Society.
Awards
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Copley Medal
For his beautiful and unexpected proof of Fermat’s Last Theorem which is one of the most important mathematical achievements of the 20th century.
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King Faisal International Prize
In the field of mathematics.
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Royal Medal
In recognition of his achievements in number theory, in particular Fermats Last Theorem and his achievements in algebraic number theory particularly the celebrated main conjecture on cyclotomic fields.
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Shaw Prize
For proof of Fermat's Last Theorem.
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Wolf Prize
In the field of mathematics for spectacular contributions to number theory and related fields, major advances on fundamental conjectures, and for settling Fermat's last theorem.
