「“wiles”」的含义 (noun)
词类(英语单词分类):名词
有礼貌的
[如何欺骗某人做某事] 用来表示。
中文翻译:[怀尔斯]
参考:「wiles」示例短语列表
“wiles”的同义词列表。 让我们按顺序来记住吧!。
通过记住反义词和反义词列表来掌握“wiles”这个词!。
“wiles”是一个英语单词,有几个不同的含义。 让我们用例句来解释每个的含义和用法!
| 英语 | 含义(中文翻译) | 详细解释! |
| wile | 计划、策略 | (骗人的伎俩) |
| Samuel fell victim to a deceitful wile. | ||
| 撒母耳受了欺骗。 | ||
| wiles | 欺骗、诡计 | (狡猾) |
| The young tennis player from Ohio was slowly adjusting to the wiles of his opponent. | ||
| 这位来自俄亥俄州的年轻网球运动员正在慢慢适应对手的计划。 | ||
wiles是一个英语单词,有几个不同的含义。 让我们用例句来解释每个的含义和用法!
Graham
Wiles
has continued to add more and more elements to this, turning waste streams into schemes that create value.
格雷厄姆
·怀尔斯
继续添加更多元素,创建了一个从废物流中创造价值的系统。
Wiles
first announced his proof in June 1993 in a version that was soon recognized as having a serious gap at a key point.
怀尔斯
于 1993 年 6 月首次发表了他的证明,但很快人们就认识到在重要方面存在严重缺陷。
With new
wiles
you are trying to escape me
也许你想用新的
伎俩
逃离我的身边。
Shinnosuke gets taken by the
wiles
of the dark which leads him to open the door that connects the human world and Don Kurai.
新之介中了达克的
诡计
,打开了连接人类世界和唐克莱伊的大门。
In San Juan this month pray the Rosary every day at 18pm. Prayer to Archangel Michael San Miguel Archangel, defend us in battle; Be our protection against the wickedness and the
wiles
of the devil.
向大天使迈克尔圣米格尔祈祷,大天使,在战斗中保护我们;保护我们免受邪恶和魔鬼的
诡计
。
Mazur and
Wiles
had earlier worked together on the main conjecture of Iwasawa theory.
马瑟和
怀尔斯
此前曾合作研究岩泽洛德猜想。
Andrew
Wiles
, building on the work of others, proved Fermat’s Last Theorem in 1995.
经过几年的独立研究,Andrew
Wiles
于 1995 年证明了费马大定理。
The proof was corrected by
Wiles
, partly in collaboration with Richard Taylor, and the final, widely accepted version was released in September 1994, and formally published in 1995.
该证明与
怀尔斯(Wiles
)以及理查德·泰勒(Richard Taylor)合作进行了部分修订,最终的、被广泛接受的版本于 1994 年 11 月提出,并于 1995 年正式出版。
Later, Christophe Breuil, Brian Conrad, Fred Diamond and Richard Taylor extended
Wiles
‘ techniques to prove the full modularity theorem in 2001.
后来,Christophe Broyle、Brian Conrad、Fred Diamond 和 Richard Taylor 对
Wiles
的技术进行了扩展,并于 2001 年完全证明了模块化定理。
Wiles
‘ path to proving Fermat’s Last Theorem, by way of proving the modularity theorem for the special case of semistable elliptic curves, established powerful modularity lifting techniques and opened up entire new approaches to numerous other problems.
怀尔斯
证明费马大定理的策略是证明半稳定椭圆曲线特殊情况的模性定理,建立了一种称为强大模性提升的技术。它还为许多其他问题开辟了全新的方法。
For example,
Wiles
‘ ex-supervisor John Coates states that it seemed “impossible to actually prove”, and Ken Ribet considered himself “one of the vast majority of people who believed was completely inaccessible”.
例如,
怀尔斯
的前导师约翰·科茨(John Coates)表示,谷山-志村猜想根本不可能被证明,而肯·里维特(Ken Rivett)(他本人)则表示,很多人认为不可能证明这一点。他说他就是其中之一。
From 1993 to 1994, Andrew
Wiles
provided a proof of the modularity theorem for semistable elliptic curves, which, together with Ribet’s theorem, provided a proof for Fermat’s Last Theorem.
1993-1994年,Andrew
Wiles
证明了半稳定椭圆曲线的模性定理,与Rivette定理一起证明了费马大定理。
That is why Christians must be more aware of the ”
wiles
of the devil.”
因此,基督徒必须更加警惕
“魔鬼的诡计”。
To keep Satan from getting the advantage over us; for we are not ignorant of his
wiles
and intentions.
这样我们就不会被撒但
迷惑了
。我们并非不知道撒但的诡计。
He was friends with the teenage victim Greg
Wiles
.
他是受害人格雷格·
怀尔斯
的朋友。
According to
Wiles
, he was a programmer, way ahead of his time.
据
怀尔斯
说,他是一名程序员,一个勤奋的人。
More specifically, it is conjectured that the rank of the abelian group E(K) of points of E is the order of the zero of L(E, s) at s = 1, and the first non-zero coefficient in the Taylor expansion of L(E, s) at s = 1 is given by more refined arithmetic data attached to E over K (
Wiles
2006).
更具体地说,由 E 的点形成的阿贝尔群 E(K) 的秩是 s = 1 处 L(E, s) 的零的阶,并且E 的点是 s = 1 时 L(E, s) 的零阶,预计展开式中的第一个非零系数由 E over K 上附加的更精确的算术数据给出(
Wiles
2006) 。
One of the two papers containing the published proof of Fermat’s Last Theorem is a joint work of Taylor and Andrew
Wiles
.
证明费马大定理的两篇论文之一
是与泰勒合着的
。
The Birch and Swinnerton-Dyer conjecture has been proved only in special cases: Coates &
Wiles
(1977) proved that if E is a curve over a number field F with complex multiplication by an imaginary quadratic field K of class number 1, F = K or Q, and L(E, 1) is not 0 then E(F) is a finite group.
Birch-Swinnerton-Dyer 猜想仅在特殊情况下得到证明:Coates &
Wiles
(1977) 指出 E 是数域 F 上的一条曲线,其虚数乘以 1 类虚数二次 K,我们证明了 E(F如果 F = K 或 Q 并且 L(E, 1) 非零,则 ) 是有限群。
Wiles
‘s proof of Fermat’s Last Theorem is a proof by British mathematician Andrew
Wiles
of a special case of the modularity theorem for elliptic curves.
怀尔斯
对费马大定理的证明是
英国数学家安德鲁·怀尔斯
对椭圆曲线模性定理特殊情况的数学证明。
听听“ wiles ”的陆地声音(发音)!
读法是【waɪlz】。 听下面的视频并大声发音【waɪlz】。

