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Suppose is two-dimension random variable, call the probability distribution of measure X marginal distribution on X for ; the probability distribution of measure Y

Definition 2.10 设是二维随机变量,称分量的概率分布为关于的边缘分布;分量的概率分布为关于的边缘分布。

Suppose is two-dimension random variable, call the probability distribution of measuremarginal distribution on for ; the probability distribution of measure Y marginal distribution on Y for .

Definition 3.6 设是二维随机变量,称分量的概率分布为关于的边缘分布;分量的概率分布为关于的边缘分布。

Suppose is two-dimension random variable, call the probability distribution of measure X marginal distribution on X for ; the probability distribution of measure Y marginal distribution on Y for .

Definition 设是二维随机变量,称分量的概率分布为关于的边缘分布;分量的概率分布为关于的边缘分布。

By using the least square method and the weighted functionmethod of nonparametric estimation together, this paper defines the wavelet estimators of β and g.

本文采用了半参数估计常用的办法之一——最小二乘法结合非参数权函数估计法定义了参数分量和非参数分量的估计,这里的权函数不是通常所采用的核权函数或近邻权函数,而是由小波方法所得到的权函数,我们称它为小波权函数。

Suppose is two-dimension random variable, call the probability distribution of measuremarginal distribution on for ; the probability distribution of measure Y marginal

Definition 3.6 设是二维随机变量,称分量的概率分布为关于的边缘分布;分量的概率分布为关于的边缘分布。

The observation equation built in this paper is nonlinear. After linea-rization, it can be seen that, the error of the angular sensor on ESG's outer gimbal axis is equal to the azimuth error of ESG, while that on ESG's inner gimbal is coupled from the elevation and the azimuth errors of ESG.

本论文所建立的量测方程是非线性的,其在标称状态的线性化方程表明:静电陀螺外框架轴上的角度传感器的输出误差等于陀螺主轴的方位角误差,内框架轴上的角度传感器的输出误差包括陀螺主轴的高度角误差和方位角误差的耦合量,其中方位角误差的耦合分量是由复示水平基准误差引起的。

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The most precious possession that ever comes to a man in this world is a womans heart.

在这个世界上,男人最可贵的财产就是一个女人的心。

Some 4 years above company and divisional management experience, 6 year foreign enterprises work experience.

有4年以上的公司及部门管理经验,6年外企工作经验。

But this first authorised biography confirms Golding as a writer of range and power who deserves far wider recognition.

但作为首经授权出版的传记,这本书肯定了戈尔丁独树一帜的写作风格和深厚的功力,认为他应获得更广泛的认可。