| 1. | The simimlar form of fermat ' s last theory
费马大定理的类似形式 |
| 2. | Wiles and / or they must first disprove jiang chun - xuan ' s prove of flt
威尔斯和或他们必须首先否定蒋春暄对费马大定理的证明！ |
| 3. | Wiles and / or they must first disprove jiang chun - xuan ’ s prove of flt published in early 1992
怀尔斯和或他们必须首先否定蒋春暄1992年初发表的对费马大定理的证明！ |
| 4. | Jiang said he was waiting for other mathematicians to point out the obvious errors in wiles ' proof of flt
蒋春暄说他一直在等待其它的数学家指出怀尔斯对费马大定理的证明的明显漏洞。 |
| 5. | Jiang accomplished all of this was far before wiles made his final announcement that he has eventually proved flt in 1995
蒋春暄实现所有这些远在威尔斯1995宣布自己最终证明费马大定理之前。 |
| 6. | If this is true , which most mathematicians can easily judge , then i can also judge that wiles ' proof of flt is false
如果这是事实，这是大部分数学家很容易可以判断的情况，我则也可以判断怀尔斯对于费马大定理flt的证明是错误的。 |
| 7. | In 1963 a schoolboy called andrew wiles reading in his school library came across the world ' s greatest mathematical problem : fermat ' s last theorem （ 定理 ）
1963年，一个名叫安德鲁?威尔斯的学生在校图书馆里阅读时遇到了世界上最伟大的数学问题：费马大定理。 |
| 8. | With this discovery a new explanation of the disagreement between gauss and hilbert concerning the flt is put forth , in which gauss opinion is justified as well as hilbert s
在此基础上，重新解释了高斯、希尔伯特两人对费马大定理的重要性认识不一致的原因，该解释肯定了高斯看法的正当性。 |
| 9. | During the discussions , a few overseas mathematical researchers asked jiang chun - xuan , if this is the case , can you write another convincing “ disprove wiles ' proof of fermat ' s last theorem ”
讨论中，国外几位数学研究者问蒋春暄，既然这样，你能否再写一篇非常有说服力的《怀尔斯对费马大定理的证明之否定》 ？ |
| 10. | However , after jiang chun - xuan rather carefully studied wiles proof of flt , jiang discovered that wiles ' s proof of flt actually contains rather serious and obvious errors , and is not a valid proof
蒋春暄比较仔细地研究了怀尔斯对于费马大定理的证明后，才发现怀尔斯对费马大定理非常长的证明实际上仍然有严重的明显的漏洞，不是一个有效的证明。 |
