1.
To study relationship area under ROC curve with intercept and slope.
目的 探索ROC曲线下面积与ROC曲线在ND轴上的截距、斜率的关系。
2.
Limited Sampling Strategy for Estimating the Area Under Concentration-Time Curve of Mycophenolic Acid
有限采样法估算霉酚酸药-时曲线下面积
3.
Relationship of the area under ROC curve with ntercept and slope
ROC曲线下面积与其在标准偏差轴上的截距、斜率关系
4.
Table2. The comparison of fast insulin, variant time's insulin and AUC in three groups(± s).
表2.三组间空腹血胰岛素、同时间点血胰岛素及曲线下面积的比较.
5.
Application of Parametric Method and Non-parametric Method in Estimation of Area under ROC Curve;
非参数法与参数法估计ROC曲线下面积的应用研究
6.
The Relationship between Area under the Curve of Ambulatory Blood Pressure and Atherosclerosis in Essential Hypertension;
老年高血压患者动态血压曲线下面积与颈动脉硬化关系的探讨
7.
Study on controling of extract of traditional Chinese medicine by Area under temperature-time curve
温度时间曲线下面积参数控制中药提取过程的可行性探讨
8.
Meaning of Monitoring auAFPc in Patients with Sub-fulminant Viral Hepatitis
监测亚急性重型肝炎患者血清甲胎球蛋白浓度曲线下面积的意义
9.
area under normal probability curve
正态概率曲线下的面积
10.
area of midship section
船体中段剖面面积曲线
11.
nose-to-tail drag curve
机身面积曲线，纵向阻力曲线
12.
The area below this curve is measured, e.g. by counting small squares if graph paper is used.
要测出这条曲线下的面积，例如，可使用方格纸以计数曲线下小方格的数目。
13.
Application of the Symmetry in the Calculation of Curvilinear Integral and Surface Integral;
对称性在曲线积分和曲面积分计算中的应用
14.
The application of symmetry to the calculation of curvilinear integral and camber integral;
对称性在曲线积分及曲面积分计算中的应用
15.
Application of Odevity and Symmetry in Curvilinear Integral and Surface Integral;
奇偶性对称性在曲线积分和曲面积分中的应用
16.
The work during any displacement is represented by the area under this curve.
在任一位移过程中所做的功，由这曲线下的面积来表示。
17.
Application of Newton-Lebniz formula in plane curve integral and space curve integral.;
牛顿-莱布尼茨公式在平面曲线积分和空间曲线积分中的应用
18.
The area under the response curve will be unchanged.
响应曲线面积没有什么变化。