度量

Media objects, such as images or soundtracks, may be ranked according to a new class of metrics known as "interestingness."

对媒质对象，例如图像或者录制的音乐，根据一种新的被称为"引起兴趣的"度量进行分级排序。

An algorithm for mining fuzzy association rules is also proposed. A new interestingness function which can measure the novelty of rules is given.

本文提出了模糊关联规则的概念，研究了模糊关联规则的性质和挖掘算法，同时还提出了一种新的规则有趣性的度量函数。

The main contents of the dissertation are itemized as follows:(1) Proposing a new kind of interestingness measure of correlation named All-item-confidence. This measure has perfect characters for measuring item-item correlation of pattern, for example: the proper upper and lower bounds, a good anti-monotone and so on.

本文的主要研究工作包括以下几个方面：(1)提出了一种新的相关性兴趣度景All-item-confidence，研究了该度量所具有的性质，如：合适的上下界，模式中任意一项的发生均可提高其余项发生的可能性，良好的反单调性等。

An objective interestingness function of rule is given.

讨论了数量关联规则提取过程中的连续属性离散化方法和规则的有趣性问题，给出了数量关联规则的客观兴趣度的度量函数，提出用模板匹配方法挖掘用户感兴趣的规则，以解决数量关联规则有趣性的主观评测，研究了一种挖掘支持度和兴趣度最优的形如(A∈ [v1 ，v2 ]∧ C1 ) C2 (其中 A为连续属性，C1 、C2 为类别属性)的数量关联规则方法，并将该方法应用于股市行情分析，实验结果表明是非常有效的。

The measure formula of intersymbol interference is derived by using the cut off form of interpolation formula and its convergence analysis has been done.

利用插值公式的截断式导出码间串扰量的度量式，研究了其收敛特性。

On one hand, the range matrix of spatio-temporal correlation has solved the problem of spatio-temporal interpolation of marine data. On the other hand, the measurement of local correlation has solved the problem of hot-spot and local s ructure detection.

其中，时空相关范围阵解决了海洋数据的时空插值问题，局部相关性度量解决了热点探测和局部结构探测问题。

Using this scale, every one of the adults marked every child, and we took those results where intersubjective agreement occurred.

使用这一标尺，每一个成年人都可以去度量这些儿童，并且我们收集了这些基于主观一致标准的结果。

Because of the uncertainty of risk, the measure on risk must be based on some reliability. The interval estimation of average total claims is also discussed in a simple situation.

由于风险的不确定性，这种风险的度量必是基于某一可靠性的，因此在一种简单情况下讨论了平均总理赔的区间估计问题。

In particular, the bladder wall, kidneys, adrenal glands, the stomach wall and small intestinal dimensions as well as dimensions of the pancreas.

特别是膀胱壁，肾脏，肾上腺，胃壁，与小肠，以及胰脏的度量大小。

Based on the source investigation and the comparative approach of history of mathematics,a historical background of Gauss' competition essay and its contribution to intrinsic differential geometry are discussed.

高斯(C.F.Gauss，1777-1855)研究微分几何的出发点是"我们是否可以从曲面本身的度量出发决定曲面在空间的形状"[1]，这就是所谓的内蕴微分几何。

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。