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本片从证明了费玛最后定理的安德鲁·怀尔斯开始谈起，描述了费玛最后定理的历史始末。
n. 曲线，弯曲，弧线，弯曲物
vt.
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- Frey showed how starting with a fictitious solution to Fermat's last equation
- 弗莱展示出如何从费马最后定理的一个假定解着手，
- if such a horrible, beast existed, he could make an elliptic curve with some very weird properties.
- 如果这样一个可怕的怪兽确实存在，他就可赋予椭圆曲线一些非常怪异的特性。
- That elliptic curve seems to be not modular,
- 那种椭圆曲线看来并非模形式，
- but Shimura-Taniyama says that every elliptic curve is modular.
- 但谷山-志村猜想认为每条椭圆曲线就是模形式的。
- So if there is a solution to this equation it creates such a weird elliptic curve, it defies Taniyama- Shimura.
- 因此如果这个等式有解，就会产生如此这般怪异的椭圆曲线，而不遵从谷山-志村猜想。
- So in other words, if Fermat is false, so is Shimura-Taniyama,
- 换而言之，如果费马是错的，谷山-志村猜想也就是错的，
- or said differently, if Shimura- Taniyama is correct, so is Fermat's last theorem.
- 或者说如果谷山-志村猜想是对的，那么费马最后定理也是对的。
- Fermat and Taniyama-Shimura were now linked, apart from just one thing.
- 费马和谷山-志村现已联系在一起，只除了一件事。
- The problem is that Frey didn't really prove that his elliptic curve was not modular.
- 问题在于弗莱其实没有证明他的椭圆曲线不是模形式
- He gave a plausibility argument which he hoped could be filled in by experts, and then the experts started working on it.
- 他给出了一个看似有理的论点，寄希望于专家们能够证实，于是专家们开始进行研究。
- In theory, you could prove Fermat by proving Taniyama, but only if Frey was right.
- 理论上，你可经由证实谷山来证实费马，但只有在弗莱正确时。
- Frey's idea became known as the epsilon conjecture and everyone tried to check it.
- 弗莱的观点得名为"Epsilon猜想"，大家都试图要验证它。
- One year later, in San Francisco, there was a breakthrough.
- 一年之后，在旧金山市有了个突破。
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| 重点单词 | 查看全部解释 | |||
| curve | [kə:v] | |||
| solution | [sə'lu:ʃən] | 联想记忆 | ||
| conjecture | [kən'dʒektʃə] | 联想记忆 | ||
| check | [tʃek] | 联想记忆 | ||
| equation | [i'kweiʃən] | 联想记忆 | ||
| breakthrough | ['breik.θru:] |
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