代数,数论,费尔马大定理等介绍。
代数,数论,费尔马大定理等介绍。
Introduction to Algebra, Number Theory, Fermat's Last Theorem, etc.
证明了费尔马大定理第一情形成立。
It is proved that the Fermat Grand Theorem is tenable in the first case.
本文利用田野数据对最小最大定理进行验证。
The implications of the Minimax theorem are tested using field data.
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.
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.
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.
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