Names/Andrew/Andrew Wiles
Science & TechnologyBritish1953 – present

Andrew Wiles

Proved Fermat's Last Theorem, pioneering number theorist

Biography

Andrew John Wiles (born April 11, 1953) is a British mathematician renowned for proving Fermat's Last Theorem, one of the most famous unsolved problems in mathematics history. Born in Cambridge, England, Wiles became fascinated with the theorem at age ten after reading about it in a library book, setting himself on a lifelong mathematical journey. He studied mathematics at Oxford University and later earned his PhD from Cambridge, establishing himself as a leading researcher in number theory and algebraic geometry. In 1993, Wiles announced a proof of the centuries-old theorem, which had captivated mathematicians since Pierre de Fermat's cryptic marginal note in 1637. Though his initial proof contained an error that took him another year to resolve, his final proof in 1995 earned him international acclaim and numerous prestigious awards, including the Abel Prize in 2016. Wiles's achievement demonstrated the power of modern mathematical tools and perseverance, as he spent years working in relative isolation to solve the problem. His success inspired a generation of mathematicians and showed that even ancient, seemingly intractable problems could yield to contemporary mathematical innovation and dedicated intellectual effort.

The Name Andrew

Andrew Wiles represents the name's association with intellectual achievement and scholarly excellence, embodying the timeless appeal of the name among high-achieving academics and scientists.

Quick Facts
Category

Science & Technology

Nationality

British

Born

1953

Thinking about the name

Andrew

Greek origin

Derived from the Greek Andreas, meaning 'strong' and 'manly' from the word 'andros.' Andrew has been a saint's name since early Christianity—St. Andrew, one of the twelve apostles, became the patron saint of Scotland and Russia. The name has remained consistently popular across English-speaking cultures, borne by kings, presidents, and cultural icons, offering both timeless strength and friendly approachability.