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Simplices相关的网络例句

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与 Simplices 相关的网络例句 [注:此内容来源于网络,仅供参考]

No doubt, when the feast was introduced in England and Normandy, the axiom "decuit, potuit, ergo fecit", the childlike piety and enthusiasm of the simplices building upon revelations and apocryphal legends, had the upper hand.

毫无疑问,当宴席介绍了在英格兰和诺曼底,公理" decuit , potuit ,故fecit "的童稚的虔诚和热情的基础上 simplices 揭露和未经证实的传说,已占上风。

Upper estimates of integral points in real simplices with applications to singularity theory, CR geometry and number theory

本报告将介绍整点个数的上界的估计,以及在奇点理论,CR几何和数论中的应用。

By using theory of distance geometry and analytic method, the problem on relations about the volumes of some simplices is studied, and some new inequalities for the volumes of simplices are established.

应用距离几何理论与解析方法,研究了一些单形体积之间的关系,建立了关于单形体积的一些新的不等式,作为其特例,获得垂足单形体积的一个不等式和单形的其他一些不等式。

However, the way of generating new individuals is different. TE generates new individuals in a Nelder-Mead way, while the simplices used in TE is 1 or 2 dimensional.

但TE产生新个体的方式不同,它以Nelder-Mead方式产生新个体,同时TE仅使用1维或2维单纯形。

Hext, and himsworth illustrate - in two dimentions - a circling sequence of simplices that could be interpreted as indicating that the neighborhood of a minimizer has been identified, We see a similar example

Hext用二维演示——一个用来解释表明最优解的领域被确定单纯形的循环序列,我们在图2中看到了一个相似的例子,这里5步映射就回到了开始的地方,没有取代,因此说明了在一个稳定点的周围

Sperner's lemma concerns the decomposition of a simplex into smaller simplices.

斯波纳引理涉及到把一个单纯形分解为较小的单纯形的问题。

No doubt, when the feast was introduced in England and Normandy, the axiom "decuit, potuit, ergo fecit", the childlike piety and enthusiasm of the simplices building upon revelations and apocryphal legends, had the upper hand.

毫无疑问,当宴席介绍了在英格兰和诺曼底,公理& decuit , potuit ,故fecit &的童稚的虔诚和热情的基础上 simplices 揭露和未经证实的传说,已占上风。

No doubt, when the feast was introduced in England and Normandy, the axiom "decuit, potuit, ergo fecit", the childlike piety and enthusiasm of the simplices building upon revelations and apocryphal legends, had the upper hand.

毫无疑问,当这个节日是在英格兰和诺曼底,公理& decuit , potuit ,号ETM fecit &时,一个小孩子一样虔诚与热情的单形的建筑后,启示和猜测传说中,已占了上风。

推荐网络例句

As she looked at Warrington's manly face, and dark, melancholy eyes, she had settled in her mind that he must have been the victim of an unhappy attachment.

每逢看到沃林顿那刚毅的脸,那乌黑、忧郁的眼睛,她便会相信,他一定作过不幸的爱情的受害者。

Maybe they'll disappear into a pothole.

也许他们将在壶穴里消失

But because of its youthful corporate culture—most people are hustled out of the door in their mid-40s—it had no one to send.

但是因为该公司年轻的企业文化——大多数员工在40来岁的时候都被请出公司——一时间没有好的人选。