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回归方程     
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  regression equation
     REGRESSION EQUATION ESTABLISHED BY MULTIPLE CORRELATION SCREENING
     用多重相关筛选建立回归方程
短句来源
     THE LINEAR REGRESSION EQUATION OF BLOOD VISCOSITY AND MEAN ARTERIAL BLOOD PRESSURE ITS SIGNIFICANCE IN ACUTE CEREBROVASCULAR DISEASES
     血液粘度与动脉均压的直线回归方程及其在急性脑血管病中的意义
短句来源
     BUILDING REGRESSION EQUATION FOR THE ESTIMATION OF DAIRY COWS BODY WEIGHT
     回归方程的建立与奶牛体重的估计
短句来源
     A Regression Equation of Puncture Depth of Interscalene Block AnesthesaiBrachialis p1exus
     肌间沟臂丛阻滞麻醉穿刺深度的回归方程
短句来源
     Correlated Statistical Analysis on Surface Properties of Biomaterial and Blood Compatibility I. Study on the Regression Equation Between HydroPhilicity of Polymer and the Blood Coagulative Time
     生物材料的表面性质与其血液相容性的相关统计分析——Ⅰ高聚物的亲水性和凝血时间的回归方程探讨
短句来源
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  regression equations
     The regression equations: c=4.96×10-3 A-2.94(NFLX) and c=2.98×10-3 A-3.54(FLX).
     回归方程为c=4.96×10-3 A -2.94(NFLX)和c=2.98×10-3 A-3.54(FLX) ,相关系数均在0.998以上 ;
短句来源
     The regression equations are: when A_(1510/895) equals 1.6—3.0, C_(lignin)=2.597 A_(1510/895)+20.38;
     它们的回归方程分别为:当A_(1510/895)=1.6—3.0时,C_(本素)=2.597A_(1510/895)+20.38;
短句来源
     regression equations were Y=1.885×10~4+5.247×10~5X (r=0.9985), Y=-1.284×10~4+7.077×10~5X(r=0.9996)and Y=-1.076×10~4+4.132×10~5X(r=0.9994) respectively.
     回归方程分别为y=1.885×10~4+5.247×10~5X,Y=-1.284×10~4+7.077×10~5X 和 Y=-1.076×10~4+4.132×10~5X。
短句来源
     The regression equations and linear ranges of Amoxillin and Sulbactam were: Y=17548276.03X+106939.82, r=0.9999 1.4-4.8 μg;
     阿莫西林及舒巴坦的回归方程及线性范围分别为:Y=17548276.03X+106939.82 r=0.9999 1.4—4.8μg;
短句来源
     The linear ranges were 0~90 ng(PFLX) and 0~110 ng(OFLX). The correlation coefficients of them were 0.998 and the linear regression equations were C=3.21×10(-3)A-(3.84) for PFLX and C=4.88×10(-3)A-3.54 for OFLX.
     两个化合物的线性范围是0~90ng/斑点(PFLX)和0~110ng/斑点(OFLX),回归方程为C=3.21×10-3A-3.84(PFLX)和C=4.88×10-3A-3.54(OFLX),相关系数均在0.998以上.
短句来源
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  regressive equation
     The regressive equation and coefficient of corelation were Y=40.48+5526.90X,r=0.9995 and Y=-12.91+5640.48X,r=0.9999 respectively.
     回归方程和相关系数分别为 Y=40.48+5526.90X,r=0.9995和 Y=-12.91+5640.48X,r=0.9999。
短句来源
     The regressive equation is y= 10.148-0.152 (x_1)+2.250 (x_2)+3.348 (x_3)+1.233(x_4)+0.270 (x_5).
     多元回归方程为:y=10.148-0.152(x_1)+2.250(x_2)+3.348(x_3)+1.233(x_4)+0.270(x_5)。
短句来源
     The regressive equation showed: MgSO4·7H2O mainly effected the yield directly, the less was Ca(NO3)2·4H2O, KNO3, NH4H2PO4 by sequent.
     从回归方程可得:MgSO4·7H2O对产量以直接作用为主,其次为Ca(NO3)2·4H2O、KNO3和NH4H2PO4。
短句来源
     Result: The linear range of the calibration was 0.05 - 4 mg·L-1 with regressive equation of Y=0. 08399X - 0.004 048 (r = 0.999 7).
     结果:盐酸二甲双胍的线性范围为0.05~4 mg·L-1,回归方程为Y=0.083 99X-0.004 048(r=0.999 7)。
短句来源
     Results:Detected at 485 nm wavelength,the linear regressive equation was A = 8. 130C + 0. O33,r2 = 0. 996 of which linear range was 0. 005-0. 230 mg·ml-1. The average recovery was 97. 99%±3. 96%(RSD = 4. 04%).
     结果:测定波长485 nm,在0.005-0.230 mg·ml-1范围内多糖浓度与吸收度有良好的线形关系,回归方程A=8.130C+0.033,r2= 0.996,平均回收率为97.99%±3.96%,RSD=4.04%。
短句来源
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  the regression equation
     Correlated Statistical Analysis on Surface Properties of Biomaterial and Blood Compatibility I. Study on the Regression Equation Between HydroPhilicity of Polymer and the Blood Coagulative Time
     生物材料的表面性质与其血液相容性的相关统计分析——Ⅰ高聚物的亲水性和凝血时间的回归方程探讨
短句来源
     the regression equation was A=0.094 3 C+0.06 r=0.998 3;
     其回归方程为A=0.0943C+0.06,r=0.9983;
短句来源
     Results RICG′s LEF was (57.1±11.8)%,UCG′s LEF was (57.8±12.8)%,there are almost no difference between average values of two methods(P>0.05), then the coefficient of correlation r =0.82(P<0.001)and the regression equation was Y = 0.89X + 7.1(P<0.001).
     结果重建心阻抗图测得的LEF为(57.1±11.8)%,超声心动图为(57.8±12.8)%,两法的均值无显著性差异(P>0.05),相关系数r=0.82(P<0.001),回归方程为Y=0.89X+7.1(P<0.001)。
短句来源
     The regression equation of calibration is y = 0.085 6 x+0.001 2,r = 0.998 2(μg/25 mL), with a correlation coefficient of 0.998 2. The method can be used for the determination of trace Vitamin C in fruits and vegetables with satisfactory results.
     配合物的最大吸收波长为650nm,表观摩尔吸光系数为2.40×105,VC含量在0μg/mL ̄0.8μg/mL范围内服从比尔定律,线性回归方程:y=0.0856x+0.0012,r=0.9982。 本方法已用于水果蔬菜中VC的测定,结果令人满意。
短句来源
     The authors determined the boundary of Dagujia river basin based on 3S technology(DEM was made based on the relief map with the scale of 1∶250 000),analyzed the land-use change during 1986~1992 and 1992~2000 and built the regression equation of runoff and rainfall in the two periods.
     采用3S技术,根据1∶250000地形图生成DEM,确定出大沽夹河流域的边界,以烟台市1986年、1992年和2000的ETM影像为基础信息源,分析了1986~1992年和1992~2000年两个时期的土地利用变化,建立了两个时期的径流量与降雨量的回归方程
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  regression equation
A linear regression equation (p >amp;lt; 0.01) was found to be a better fit for the relationship between throughfall of the secondary birch forest and rainfall outside the forest.
      
A method for choosing the algorithm constants is designed such that the probability for not exceeding the unknown root of the regression equation is arbitrarily close to 1.
      
A multiple regression equation was formulated to calculate the maximum anatomical cross-sectional areas and volumes in the muscles of the lower extremities with respect to some anthropometric parameters.
      
Under the optimal conditions, the decrease in reductive peak currents of CV was proportional to heparin concentration in the range 0.1-8.0 mg/L with the linear regression equation Δip″(nA) = 400.42 + 1563.11c (mg/L), (n = 14, γ = 0.993).
      
The regression equation was A = 0.0439C(μg/L) + 7.2 × 10-3.
      
更多          
  regression equations
The regression equations revealed a linear relationship between the concentration of the analytes injected and the peak area detected by DAD.
      
The canopy biomass was derived by adopting the regression equations to all branches of each individual tree.
      
3) Cubic regression equations (p >amp;lt; 0.01) which describe the relation between throughfall, stem-flow and canopy interception in the virgin pine forest and rainfall in an open field were fitted.
      
In order to accurately estimate the size of the carbon pool and the capacity of the carbon sink in the forested areas of Xiaolong Mountain in Gansu Province, we have established regression equations of organ biomass of eight tree species.
      
Both linear regression equations and nonlinear relationships obtained with the help of a neural network were shown to accurately predict mutagenic activity for the compounds structurally similar to those in the training sample.
      
更多          
  the regression equation
A method for choosing the algorithm constants is designed such that the probability for not exceeding the unknown root of the regression equation is arbitrarily close to 1.
      
The regression equation was A = 0.0439C(μg/L) + 7.2 × 10-3.
      
The regression equation has also been evaluated in a forecasting mode by using independent data.
      
On day two, the regression equation for this relationship is: Monocytes (103/μl) = -0.34 + 0.21 × logeCRP(mg/l).
      
The regression equation for 47 experiments was found to be COtd=0.95 COFick+0.08; the correlation coefficient was 0.94.
      
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