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In chapter 4, we give the definition of quasi-norm of linear operator with respect to a given bounded set in F* space and study some of its properties.

第四章 在F~*空间上给出线性算子关于一个给定有界集的拟范数的定义,研究它的某些性质。

And then characterize the Jordan semi-triple derivable maps on the set of all linear bounded operators actingn on an infinite dimensional Hilbert space, then prove that it is additive and so is an inner derivation.

并且对作用在无限维Hilbert空间上的有界线性算子的全体上的拟三重Jordan可导映射进行了刻画,证明了它是一个内导子。

The local maximum likelihood approach is suggested to fit the model and the related issues such as determination of the local weights and the smoothing parameter therein as well as some statistical inferences are studied.

基于局部加权最大似然估计方法,文章讨论了变系数广义线性模型的拟合与统计推断,以及与之相关的局部权系统和其中光滑参数的确定。

Using the linear combination of normal probability density functions to fit histograms of mean durations, it has the advantage of visualigation.

该方法用多正态密度函数(正态密度函数的线性组合)拟合平均持续时间的直方图,具有可视性的优点。

It is proved that the revised simple binning can achieve O (δ^4) of discrepancy of the linear binning compared with the ordinary KDE.

经证明,该方法的拟合精度为O(δ^4),达到线性分箱核估计的水平。

The relationship between canopy reflectance and LAI are analyzed with single variant and multivariant regression.

采用单变量线性与非线性拟合和逐步回归分析的方式,建立了玉米、大豆LAI高光谱遥感估算模型,并对模型的估算结果进行了初步分析。

At first, basing on the response of the small perturbing of the nonlinear aeroengine model, the fitting method is adopted to get the linear state variable model.

首先,采用拟合法在该发动机非线性模型动态小偏离动态响应的基础上,得出相应状态的发动机线性状态空间模型。

20KGy was obtained and fitted by the composite action dose response function to give the nonlinear characteristic parameters which showed this response to be supralinear.

4.294×1014s-1及动力学级数≈2,并得到MgSO4:Dy,Mn在此剂量范围的γ辐射剂量响应,用复合作用响应函数拟合得到的非线性特征参数表明为超线性。

The relationships between the solubility and activity coefficient of CaO in molten salts and temperature are obtained through linear fitting.

通过线性拟合,得到了CaO在熔盐中的溶解度和活度系数与温度的关系。

And trust region type algorithm with memoryless technology not only satisfies new factorized quasi-Newton equation, but also saves much storage and algebraic operations than the original factorized quasi-Newton methods.we prove it posses the global convergence and the local superlinear convergence under some condition.

本文中利用无记忆技术产生的无记忆型信赖域算法不仅满足新分解牛顿方程,具有其所有的良好性质,而且比一般的分裂拟牛顿法节省存储空间,减少计算量。本文证明了在一定假设条件下该算法具有全局收敛性及局部超线性收敛性。

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