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Chinese translation for "bounded linear operator"

有界线性算子

Related Translations:
bounds:  邦兹边界, 范围, 限度, 界限
bounded surface:  边定曲面
error bounds:  误差界
bounding box:  边界盒限位框以像素表示的字体的实际宽度和高度另见边界框
bounded interval:  有界区间
bounded quantifier:  有界量词
tight bounds:  紧密跳跃
bounds register:  边界暂存器
bounded sequence:  有界序列
successive bounds:  逐次跃进
Example Sentences:
1.The bounded linear operators on the space of rd o
空间上的有界线性算子
2.Best approaching of bounded linear operator in reproducing kernel space
再生核空间的有界线性算子的最佳逼近
3.Bounded linear operator
有界线性算子
4.Let h be an infinite dimensional complex hilbert space , b ( h ] the banach algebra of all bounded linear operators on h , and s ( h ) the space of all symmetric operators on h . let l be a real linear , weakly continuous rank one preserver of s ( h )
设h是无限维复的hilbert空间, b ( h )为h上的有界线性算子全体组成的banach代数, s ( h )为h上的对称算子全体
5.We study the spectral theory of bounded linear operators and the characterization of ci operators by way of mbekhta ' s subspaces . we find a series of operators which are ci operators by the defination and the characterization of ci operators given by weibang gong in [ 3 ]
利用mbekhta子空间研究一般有界线性算子的谱理论以及描述ci算子的特征;用ci算子的定义和判定方法寻找更广泛的ci算子;同时还讨论了广义逆算子和ci算子及mbekhta子空间的关系。
6.Research on quadratic numerical range of bounded linear operators zhang jingjie abstract the study of numerical range started in 1918 - 1919 by toeplitz and hausdorff when they first proved that w ( a ) is always convex , since then , the study of numerical range theory had been one of the most active research areas
自toeplitz和hausdorff在1918 - 1919年首先证明了toeplitz - hausdorff定理以后,有关数值域、数值半径以及各种广义数值域及其数值域半径的研究变得非常活跃。
7.After we define the n - numerical range of bounded linear operators on a hilbert space , we find that the n - numerical range have a series properties very similar to that of the quadratic numerical range . at the same time , we prove that under certain conditions , wn ( a ) c w ~ ( a ) and that when h is finite dimensional and dimti = n , we have a ( a ) = wn ( a ) . therefore , it is nature to guess that when h is an infinite dimensional hilbert space , for any space decomposition dn ? ?
首先给出了n次数值域的定义,我们发现n次数值域不但具有一系列和二次数值域类似的性质,而且在给定的条件下还有n次数值域包含在二次数值域当中,另外当是n维hilbert空间时,它的n次数值域就等于它的谱集,前面的结论促使我们猜想,当是无限维hilbert空间时,对的任意的空间分解d _ n ,都应该有下面的式子成立: ( a ) = _ ( d _ n d ) w _ ( d _ n ) ~ n ( a ) 。
Similar Words:
"bounded homogeneous domain" Chinese translation, "bounded index" Chinese translation, "bounded interval" Chinese translation, "bounded language" Chinese translation, "bounded linear functional" Chinese translation, "bounded linear transformation" Chinese translation, "bounded manifold" Chinese translation, "bounded matrix" Chinese translation, "bounded measure" Chinese translation, "bounded measure of probability" Chinese translation