线性算子

Furthermore, the kernel of a continuous projection ( in fact, a continuous linear operator in general ) is closed.

进一步的，连续投影(事实上，一般的连续线性算子)的核是闭合的。

To sum up, in the paper unified computational methods for solving notwell-posed continuous linear operator equation wore given and there are alsoconvenient for the physical problems.

综上所述，本文中关于不适定连续线性算子方程求解问题的研究，注意到各种物理问题求解的方便性，给出了解决此类问题的统一的计算方法。

Moreover, the semiopen mapping theorem, the semiclosed graph theorem and the semibounded inverse theorem are established under some conditions of weaker t-norms.

对MengerPN空间上的线性算子引入β-半有界，β-半开及β-半闭等概念，讨论了它们间的关系，并在较弱的t-模条件下建立了半开射定理，半闭图定理和半有界逆定理。

By presenting the Linear opertor in the matrix form, we list the entire process determining the normal forms.

通过线性算子的矩阵表示，文中给出了确定范式的完整过程。

By using linear operator semigroup theory, it is shown that the solution obtained by the model is well-posedness.

对模型进行了分析，运用线性算子半群理论研究了模型的解的适定性。

Meanwhile, we obtain some properties of the linear operator from the transformed second order ordinary differential equation.

同时，得到了变换后二阶常微分方程线性算子的一些性质。

The largest radius of the region is given by the condition of critical D-stability and character of linear operator.

利用系统临界D-稳定时的特性和线性算子范数的特性，得到了这个范围半径的解析表达式。

First the left side of the equation is turned into a linear operator.

首先通过积分变换，将方程的左端项简化成线性算子。

This article presents a precise detection of the characteristic parameters of the linear elliptic operator.

详细说明：这篇文章，提出了一种可以精确检测椭圆特征参数的线性算子。

However, the study, as a part of linear operator theory, of operators induced by composition with a fixed function has a relatively short history.

但是一个固定的函数与某个函数空间上的函数复合作为该空间上的线性算子进行研究则是不久的事情，这可追溯到二十世纪60年代末E。

The split between the two groups can hardly be papered over.

这两个团体间的分歧难以掩饰。

This approach not only encourages a greater number of responses, but minimizes the likelihood of stale groupthink.

这种做法不仅鼓励了更多的反应，而且减少跟风的可能性。