皮埃尔。德。费马在1637年发现这个定理，但证明可是在这集动画片播出前不久才刚刚公布的。
Pierre DE Fermat had proposed the theorem in 1637, and a proof had only recently been discovered when the episode aired.
Cohen写了个计算机程序，想要按费马最后定理写等式。
Cohen wrote a computer program to find near-misses for Fermat's Last Theorem, equations that were close enough to being true that a person who tapped it into a calculator would be fooled.
从安德鲁·怀尔斯对费马大定理的解答中获得的理解比费马大定理给出的原始信息更深刻。
The solution of this conjecture by Andrew Wiles provided an understanding of this structure uncomparably deeper than the original message carried by the Fermat Theorem.
然而，或许，他的最伟大的成就在于首先证明费马大定理—一项依然等待获得广泛承认的成就。
However, probably, his greatest achievement lies in proof of Fermat's last theorem - something still to receive wide recognition.
文中就费马大定理证明的艰难历程作一历史性的评述。
The paper will review historically the difficult course of the proof of Fermat's Great Theorem.
文章运用数论中的一些简单结果，如辛达拉姆筛法与威尔逊定理，建立了哥德巴赫猜想、孪生素数猜想以及费马素数猜想的等价命题。
This paper sets up equivalent propositions of Goldbach's Conjecture and Twin Prime Conjecture and Fermat's Conjecture for prime numbers by using the simple result among the number theory.
文章运用数论中的一些简单结果，如辛达拉姆筛法与威尔逊定理，建立了哥德巴赫猜想、孪生素数猜想以及费马素数猜想的等价命题。
This paper sets up equivalent propositions of Goldbach's Conjecture and Twin Prime Conjecture and Fermat's Conjecture for prime numbers by using the simple result among the number theory.
应用推荐