1.导入nii.img文件,三维矩阵 2.模版矩阵和网络矩阵对应位置元素相乘 .* 3.生成位置为0的新矩阵 cc=(nii_new==0); 4.两个矩阵的非零元素个数   t1=length(nii_new(:))-sum(tt(:)); 5.同理求出模版非零元素个数 6.rate=count(X*T)/count(T)…

From the previous posts, I have analysed 4 different Docker multi-host network solutions - Calico, Flannel, Weave and Docker Overlay Network. You can see more details on how to install, config and tune features of them from previous posts: Calico: A…

http://www.howtogeek.com/177790/why-you-cant-use-cpu-clock-speed-to-compare-computer-performance/ Why You Can't Use CPU Clock Speed to Compare Computer Performance Shopping for a new computer? Don't pay too much attention to CPU clock speed. "CPU spe…

https://en.wikipedia.org/wiki/Clock_rate The clock rate typically refers to the frequency at which a chip like a central processing unit (CPU), one core of a multi-core processor, is running and is used as an indicator of the processor's speed. It is…

这篇博客很全面 http://www.cnblogs.com/cdeng/p/3471527.html ROC曲线 1.混淆矩阵(confusion matrix) 针对预测值和真实值之间的关系,我们可以将样本分为四个部分,分别是: 真正例(True Positive,TP):预测值和真实值都为1 假正例(False Positive,FP):预测值为1,真实值为0 真负例(True Negative,TN):预测值与真实值都为0 假负例(False Negative,FN):预测值为0,真实值…

Detailed Description Heart Rate Service module. This module implements the Heart Rate Service with the Heart Rate Measurement, Body Sensor Location and Heart Rate Control Point characteristics. During initialization it adds the Heart Rate Service and…

一.注记层(Annotation) 注记层是ENVI的一个数据类型,它的后缀名是.ann.往往作为栅格数据层,矢量数据层.三维场景会绘图图表的附加数据叠加在上面,还可以作为镶嵌图像时候的裁剪线.注记数据层是注记要素的集合,包括了文本.符号.图形.比例尺.磁偏角图像.图标等要素等. 打开的方式: ①在显示窗口中选择Overlay>>Annotation. ②在任意的绘图窗口选择Options>>Annotation. ③在矢量显示窗口中,选择Options>>Annota…

From Wikipedia, the free encyclopedia An overlay network is a computer network that is built on top of another network. Nodes in the overlay network can be thought of as being connected by virtual or logical links, each of which corresponds to a path…

之前按下面配置,一直会报标题中错误,有的同学说改成<overlay><id></id></overlay>就可以了,然而我这里竟然错误依旧. 奇怪的是间隔了一段时间之后,现在无论哪种方式都不报错误了. 配置如下 1. <dependency><groupId>cn.bsdn</groupId><artifactId>yandz-cn-web</artifactId><version>0.…

[转载请注明出处]http://www.cnblogs.com/mashiqi Today let's talk about a intuitive explanation of Benjamini-Hochberg Procedure. My teacher Can told me this explanation. Suppose there are $M$ hypothesis:$$H_1,H_2,\cdots,H_M$$and corresponding $M$ p-values:$$p…