That hand wrote a number of elliptic integrals.

那只手写下了许多椭圆积分。

Pay attention to the connection between elliptic curves and modular form.

注意椭圆曲线与模形式的联。

Isogeny-based elliptic curves, it was thought, would be.

人们认为，于同源性的椭圆曲线就这样的。

One of these, called SIKE, is based on the mathematics of isogeny-based elliptic curves.

其中之一称为 SIKE，于同源椭圆曲线的数学。

Elliptic curves are already used in some cryptographic systems today, but are not considered quantum-safe.

椭圆曲线目前已在一些统中使用，但并不被认为量子安全的。

One of these, called Psyche, is based on the mathematics of isogeny-based elliptic curves.

其中一种称为 Psyche，它于于等生性的椭圆曲线的数学。

No one knew exactly what inspired her elliptic comments, and her relations had long since given up trying to interpret them.

没有人确切地知道激发了她含糊其词的评论，而她的亲戚早就放弃了试图解读这些评论。

We have argued that a verbal metaphor is like an elliptic syllogism with two missing terms: one premise and the conclusion.

我们已经论证过，口头隐喻就像一个椭圆三段论，缺少两个术语：一个前提和结论。

NIST will also continue to evaluate a trio of other algorithms, reliant on neither lattices nor elliptic curves, as possible alternatives to ML-KEM.

NIST 还将继续评估其他三种既不依赖于格也不依赖于椭圆曲线的算法，作为 ML-KEM 的可能替代方案。

NIST will also continue to evaluate a trio of other algorithms, reliant on neither lattices nor elliptic curves, as possible alternatives to MLChem.

NIST 还将继续评估其他三种算法，这些算法既不依赖于晶格也不依赖于椭圆曲线，作为 MLChem 的可能替代方案。

Fortunately, Psyche was the only example of an isogeny-based elliptic curve cryptosystem under consideration by NIST, so this result did not imperil any other algorithms.

幸运的，Psyche NIST 正在考虑的于等生的椭圆曲线码统的唯一示例，因此这一结果没有危及任何其他算法。

According to Danto a metaphor is like a particular type of syllogism – an elliptic one – where either one premise or the conclusion is omitted.

根据丹托的说法，隐喻就像一种特殊类型的三段论——椭圆三段论——其中省略了一个前提或结论。

Draper nearly always looked in on him for a moment before dinner: it was the hour most propitious to their elliptic interchange of words and silences.

德雷珀几乎总在晚饭前看他一会儿：这最有利于他们简短地交谈和沉默的时刻。

A number one bigger than this was in the series expansion of a fundamental function in a totally different part of math, relevant to these things called modular forms and elliptic functions.

比这更大的一个数学中完全不同部分的本函数的级数展开，与模形式和椭圆函数相关。

Contrary to what Danto (1981) states, we believe that a metaphoricexpression is like an elliptic syllogism with two missing terms – not only one –, where a premise and the conclusion are omitted.

与 Danto （1981） 所说的相反，我们认为隐喻表达式就像一个椭圆三段论，缺少两个项——不仅仅一个——其中省略了前提和结论。

A mile farther we had to bow or heads under corniced elliptic arches in the romanesque style; and massive pillars standing out from the wall bent under the spring of the vault that rested heavily upon them.

再往前一英里， 我们不得不低头或头朝罗马式风格的飞檐椭圆形拱门下方。巨大的柱子从墙上伸出来， 在拱顶的弹簧下弯曲， 拱顶的弹簧重重地压在柱子上。

Comparing a metaphor to an elliptic syllogism, it appears that in a contextual visual metaphor we have three ellipses, or missing terms: (a) the target or the source; (b) the implicated message; (c) a missing premise that leads to the implicated message.

将隐喻与椭圆三段论进行比较，在上下文视觉隐喻中，我们似乎有三个省略号或缺失的术语：（a） 目标或源;（b） 牵连的信息;（c） 导致所涉信息的前提缺失。