- 更多网络例句与可逆算子相关的网络例句 [注：此内容来源于网络，仅供参考]
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Letbe Ra PID. M_n the n×n full matrix algebra over R,and f denotethe linear bijection over M_n.
设R是主理想整环，M_n是尺上全矩阵代数，f为M_n上的可逆线性算子。
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In addition, we study the reduced minimum modulus of the generalized Drazin inverse of an operator on a Banach space and give out lower and upper bounds of the reduced minimum modulus of an operator and its generalized Drazin inverse, respectively.
第四章讨论了左乘算子L_A∈BB(H的约化极小模与A的约化极小模的关系；讨论了广义Drazin可逆算子的广义Drazin逆的约化极小模的上下界及广义Drazin可逆算子的广义Drazin逆的约化极小模与算子的约化极小模的关系。
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Furthermore , we discuss theperturbation of the generalized Drazin invertible operator.
其次，我们讨论了广义Drazin可逆算子的扰动问题。
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Firstly, we discuss the characterization of eigenprojections at zero of thegeneralized Drazin invertible operator on Banach space. By using the techniqueof block operator matrices, we extend the results that the characterization of eigen-projections at zero of matrices to operators in B.
中文摘要我们首先讨论了广义Drazin可逆算子在0点的特征投影的刻画，利用算子矩阵分快的技巧将关于矩阵在0点特征投影的刻画的一些结果推广到了Banach空间上。
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As an extension, we also obtain some sufficient and necessary conditions under which M_c is left Fredholm and left Weyl for some left invertible operator C, respectively.In chapter 2, the sufficient and necessary condition under which the difference of two idempotent operators on infinite dimensional Hilbert spaces is Fredholm (in-vertible) is discussed. In addition, some equivalent conditions under which products and differences of projections in a C~*-algebra are Moore-Penrose invert-ible are obtained.
来源：Ae5BCab论7a文网www.abclunwen.com对给定的算子对，给出存在左可逆算子C使得M_C左可逆的充要条件；存在可逆算子C使得M_C左可逆的充要条件；存在左可逆算子C使得M_C是左Fredholm算子的充要条件；存在可逆算子C使得M_C是左Fredholm算子的充要条件；存在左可逆算子C使得M_C是左Weyl算子的充要条件；存在可逆算子C使得M_C是左Weyl算子的充要条件。
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Eliminating the restriction of the characteristic of field ,the forms of invertible linear operator preserving inverses of matrices over full matrix space with at least four elements are described.
去掉了域的特征限制，刻画了至少包含4个元素的任意域 F上的全矩阵空间Mn的保逆的可逆线性算子形式。利用保幂等的结论证明了f为Mn上保持逆矩阵的可逆线性算子当且仅当存在P∈GLn，使得f=εPAP-1，A∈Mn，ε=±1∈F；或者存在P∈GLn，使得f=εPATP-1，A∈Mn，ε=±1∈F
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In quantum mechanics,the evolution of a quantum state is a unitary evolution ,the evolution process can be described by an action of a unitary operator on the quantum state and the process is time reversible.
在量子力学中，态的演化是一个幺正演化过程，态的演化过程可以用演化算子对态的作用来表示，幺正演化过程是时间可逆的。
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For a new kind of linear chaotic operator, one class of nonwande-ring operators (invertible and bounded linear nonwandering operators) are studied, and their invariance under small perturbation in finite dimensional separable Banach Space is proved.
对于一种新型的线性混沌算子―非游荡算子，研究Banach空间上的一类特殊非游荡算子―可逆线性有界非游荡算子，证明它的小扰动下的不变性。
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These matrices are the inversive constant ones and have the size as the same as the length of the signal.
利用基于推选体制的小波变换实现算法，构造出了与具有紧支集的双正交小波滤波器对应的小波变换和逆小波变换的算子矩阵，这些矩阵是大小与信号长度相等的可逆常数矩阵。
- 更多网络解释与可逆算子相关的网络解释 [注：此内容来源于网络，仅供参考]
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left inverse operator：左逆算子
左逆阵 left inverse matrix | 左逆算子 left inverse operator | 左可逆元 left invertible element
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right inverse operator：右逆算子
right inverse matrix 右逆矩阵 | right inverse operator 右逆算子 | right invertible element 右可逆元
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left invertible element：左可逆元
左逆算子 left inverse operator | 左可逆元 left invertible element | 左可逆映射 left invertible mapping
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right invertible element：右可逆元
right inverse operator 右逆算子 | right invertible element 右可逆元 | right limit 右极限
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invertible module：可逆加法群
invertible matrix 可逆矩阵 | invertible module 可逆加法群 | invertible operator 可逆算子
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invertible module：可逆模
可逆马尔可夫过程|reversible Markov process | 可逆模|invertible module | 可逆算子|invertible operator
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invertible operator：可逆算子
invertible module 可逆加法群 | invertible operator 可逆算子 | invertible sheaf 可逆层
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invertible sheaf：可逆层
invertible operator 可逆算子 | invertible sheaf 可逆层 | invertible transformation 可逆变换
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invertible：可逆的
一个线性转换不一定是钳射(injection)或是盖射(surjection)函数. 当向量空间 V 和 W 的维度相同时,一个线性转换 T 有机会存在另一个线性转换 T-1 使得 TT-1=I. 这时我们称 T 为一个可逆的(Invertible)线性转换. 若向量空间 V=W. 这时我们又称此线性转换为一个线性算子(linear operator).