This person and Richard Taylor co-authored the article "Ring-Theoretic Properties of Certain Hecke [HECK-eh] Algebras." Helped by a paper on the Eisenstein ideal by Barry Mazur [MAY-zur], this person matched modular forms to elliptic curves. That work was noteworthy because of a proof of the epsilon conjecture by Ken Ribet [RIH-bet], which increased the notoriety of the Taniyama-Shimura [tah-nee-yah-mah shee-muh-rah] conjecture. Name this man who proved that there are no integer nonzero solutions to an+bn=cn [a to the n plus b to the n equals c to the n] for n greater than two, which is Fermat's [fehr-mah's] Last Theo
This person and Richard Taylor co-authored the article "Ring-Theoretic Properties of Certain Hecke [HECK-eh] Algebras." Helped by a paper on the Eisenstein ideal by Barry Mazur [MAY-zur], this person matched modular forms to elliptic curves. That work was noteworthy because of a proof of the epsilon conjecture by Ken Ribet [RIH-bet], which increased the notoriety of the Taniyama-Shimura [tah-nee-yah-mah shee-muh-rah] conjecture. Name this man who proved that there are no integer nonzero solutions to an+bn=cn [a to the n plus b to the n equals c to the n] for n greater than two, which is Fermat's [fehr-mah's] Last Theorem.
This person and Richard Taylor co-authored the article "Ring-Theoretic Properties of Certain Hecke [HECK-eh] Algebras."
Andrew Wiles