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A method for constructing of bivariate nonseparable scaling function is presented here.

给出由任意二维正交尺度函数构造二维不可分尺度函数的方法.

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Objective To analyze the partial correlation problems by multilevel bivariate models.

目的探讨利用双变量多水平模型分析多重相关中的部分相关问题.

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Bivariate survival analysis has received substantial attentions due to its wide applications.

双变数存活分析已被广泛应用于生物医学的研究.

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Objective : To study a bivariate risk model with variable premium rate.

目的研究一类可变保费的双险种风险模型.

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And the equation of bivariate linear regression between frost heaving ratio and content, compactness is established.

建立了冻胀率与含水量和压实度的二元线性回归方程.

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Conclusion Multilevel bivariate models are effective methods in analyzing the partial correlation problems.

结论双变量多水平模型是分析部分相关问题的有力工具.

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The statistics method employed in the study mainly involves PLS, Multivariate, Factor analysis Bivariate correlations.

本研究采用的统计方法主要包括部分最小二乘法, 多元方差分析, 因子分析,相关分析等等.

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