rescaled

与rescaled相关的网络例句 [注：此内容来源于网络，仅供参考]

In section 4.2, we study the rescaled WLC model which is equivalent to Langer and Singer's theory of elastica because the Gauss curvature equals zero in three-dimensional Euclidean space.

我们首先讨论了Feoli 等人的结果，将之作为自由能仅为曲率的泛函的特例纳入普遍形式理论中来；并研究了Langer 和Singer 提出的关于弹性曲线的理论(即重新标度的WLC模型)，与当前理论符合得很好。

So this paper selects Rescaled Range Analysis which not only analyses normal distribution series but also analyses non-normal distribution series.

因此，本文选择了R／S分析法，它不仅能对正态分布序列进行分析，还能对非正态分布序列进行分析。

Especially, the Hurst value in Rescaled range analysis is 1, indicating the correlation of income serial is very strong,.

特别是重标极差法的Hurst值近似为1，说明收益序列之间相关影响十分强，远没达到有效。

We also give thescaling behavior for h→0 and near the percolation threshold and find that our resultscan be rescaled to collapse onto a universal curve.

同时给出了在h→0和参流域值附近的标度函数，且发现结果可以归一到一般曲线。

Then we prove the law of largenumbers for the rescaled processes by rescaling space and time to this sys-tem.

然后对此粒子系统作时间、空间的Rescaling变换，证明了Rescaled过程的大数律（定理2.9）。

与rescaled相关的网络解释 [注：此内容来源于网络，仅供参考]

convex：凸的

注意如果objects是复合的(complex)或重新调节的(rescaled),这个方法有点不准确;并且如果objects是凸的(convex)或凹的(hollow)这个方法不起作用. 此例中,我们寻找一个名字为>的plane entity. 或者,