展开

Utilizing the complex multiplication property of the curves and using a modulo reduction and Frobenius expansion technique, Bring forward that there is a fast point multiplication method without precomputation on the curves, which is 6 times fast than the ordinary repeated-double-add method.

针对一类特征3的Koblitz椭圆曲线的点乘算法，利用这类曲线的复乘性质，使用模约减和Frobenius展开技巧，提出一种不带预计算的快速点乘算法。

Experiments show that the method can give an optimized flattening of a complex surface without overlapping triangles rapidly and effectively and it can be used in many fields.

实验结果表明，该方法能够快速、有效地获得复杂曲面的不含翻转三角片的优化展开，具有一定的通用性。

After incident happening, stationmaster people spread out a harangue, this has malcontent, indignant, understanding and support among them, but no matter everybody is used why to plant form, make us more abashed, compunctious and touch.

事件发生后，站长们展开了热烈的讨论，这其中有不满、愤怒、理解和支持，但不论大家采用何种形式，都使我们更加羞愧、内疚和感动。

This paper is focused on the ""small concavity"".

本文正是针对这种"切坑"现象展开研究。

The last chapter make the Dayuwan village in Huangpi country, Hubei province for example in order to probe the conceivability of conservation planning which is based on the pattern language.

第六章以武汉市黄陂区大余湾为例，运用"模式语言"方法，对其展开分析，探讨基于"模式语言"的保护规划构想。

That play a decisive role in the conceptualization of tourism for tourist experience studies.

本文就是在这样一种背景下展开的一次初步的理论尝试的结果。

Then, based on the configuration and design principle of the wafer handing robot, the model of the wafer handing robot arm is established. The radial linear concertina motion of the wafer handing robot is analyzed, a type of mechanism that can implement the function is proposed, furthermore, the kinematics of the mechanism is analyzed.

其次，根据硅片传输机器人的构型与设计原则，建立了机器人手臂的模型，对硅片传输机器人的径向直线伸缩运动展开分析，提出了实现该运动的机构，并对机构进行了运动学分析。

Accordingly,the attribute of stability,concordance and the rate of evolvement are applied to characterize the system.

近十年来，国内外许多学者从不同角度展开了水资源可持续利用的研究，主要集中于评价

Concretely, the research is divided into three parts: theoretical research, empirical research and practical research.

本课题的研究是基于基础研究的视角展开的。在具体研究中。

Discussions of the sparsity and condition number of the expansion matrix are presented.

本文还对一般线性积分算子在正交小波基下的展开进行了讨论。

But we don't care about Battlegrounds.

但我们并不在乎沙场中的显露。

Ah! don't mention it, the butcher's shop is a horror.

啊！不用提了。提到肉，真是糟透了。