bounded operator
英 [ˈbaʊndɪd ˈɒpəreɪtə(r)]
美 [ˈbaʊndɪd ˈɑːpəreɪtər]
网络 有界算子
双语例句
- By using the semigroup of bounded linear operator, a new locally convex vector topological is introduced, and some propositions of it are given.
利用有界线性算子半群，引入了一新的局部凸向量拓扑，并对其基本性质进行了讨论。 - The Limits for Installing Mechanical Ventilation in Railway Double Track Tunnels on Diesel Traction Lines; The Research of the Recurrent Properties of the Bounded Linear Operator and Limit Shadowing Property in Dynamical Systems
内燃牵引双线铁路隧道设置机械通风的界限有界线性算子的回复性及极限跟踪性的研究 - Perturbation Theorems for Exponentially Bounded C-Cosine Operator Functions and Intergrated Cosine Functions
指数有界C余弦算子函数与积分余弦函数的扰动 - The constructive expression of the pole assignment is given by the generalized inverse of bounded linear operator.
利用有界线性算子的广义逆给出了问题的解及解的构造性表达式； - The Research of the Recurrent Properties of the Bounded Linear Operator and Limit Shadowing Property in Dynamical Systems
有界线性算子的回复性及极限跟踪性的研究 - This paper introduces a bounded mutation operator into Quantum-behaved Particle Swarm Optimization ( QPSO) algorithm and proposes QPSOB.
将边界变异操作引入到量子粒子群优化算法中，提出基于边界变异的量子粒子群优化算法（QPSO）B。 - In this paper a new linear, continuous and bounded operator& piecewise general orthogonal polynomials operator ( PGOPO) is proposed, and its main properties and operational rules are described.
提出了一类新型的线性、有界算子&分段广义正交多项式算子（PGOPO），建立了其主要性质及运算规则； - In section 3 it is proved that every bounded linear operator on Hilbert space can be approximated by the finite direct sum of completely irreducible operators.
第3节证明Hilbert空间上每个有界线性算子都可以用完全不可约算子的有限直接和来逼近。 - The best approximating of bounded linear operator in the space W and Application
W空间中有界线性算子的最佳逼近及其应用 - In the second character, we characterise the analyticity of abstract dynamic boundary value problem with unbounded boundary operator and abstract dynamic boundary value problem with bounded boundary operator using the decomposition of operator matrices.
第二章利用算子矩阵的分解分别给出了边界算子无界和有界两种情形下抽象动态边值问题解析性的判别方法。 - Perturbation Theorem for Bounded Linear Operator
有界线性算子的摄动定理 - For a linear bounded operator in finite dimensional Hilbert space, we first introduce the definition of exactly positive and give a sufficient and necessary condition by the way of space decomposition of the operator;
对有限维Hilbert空间的线性算子，引入了恰好正的概念，并利用算子的空间分解，得到了其存在惟一正逼近的充分必要条件； - Let k ∈ C ( R++) and B be a linear bounded operator.
设k∈C（R+）和B是一个有界线性算子。 - Finally, the application of bounded homogeneous operator space to generalized inverses of operator are given in this paper as well.
最后，我们给出有界齐性算子空间在算子广义逆问题上的应用。 - Let T be a power bounded linear operator on a compler seperable and reflexive Banach space X if there exists a invariant nondegenerate and integrable Borel probability measure on X for T, then X is spanned by eigenvectors of T with unimodular eigenvalue.
设T是复的可分的自反Banach空间X上的幂有界线性算子，若在X上存在关于T不变的非退化可积Borel概率测度m，那么T旋转特征向量全体张成X。 - In this paper, the relationship among the norms of strong bounded linear operator and the various completeness on the space of strong bounded linear operators are considered; furthermore, the principle of uniform boundness of strong bounded linear operators is given too.
本文讨论了强有界算子范数间的关系及强有界算子空间的各种完备性，得出了强有界算子的一致有界原理。 - This paper discusses an age-structured SEIR epidemic model with vertical trans-mission. The existence and uniqueness of nonnegative solution to the model are proved by using the theory of bounded linear operator semigroup;
本文讨论了一类具有垂直传染的年龄结构SEIR流行病模型，运用有界线性算子半群理论证明了模型本身非负解的存在唯一性。 - We discuss the best generalized inverse of linear bounded operator in finite dimension Hilbert space. We proved Moore-Penrose generalized inverse is the best generalized inverse.
本文讨论了有限维Hilbert空间中有界线性算子的最佳广义逆问题，证明了Moore-Penrose广义逆为最佳的。 - Set H1 and H2 be a Hilbert spaces over the same filed, and let T: H1-H2 be a bounded linear operator with closed range.
设H1和H2是实或复域上的两个Hilbert空间，T是H1→H2具有闭值域的线性有界算子。 - In this paper, Hankel operators on directed partially ordered groups are defined. A necessary and sufficient condition is given under which a bounded linear operator becomes a Hankel operator.
给出了定向偏序群上Hankel算子的定义，得到了一个有界线性算子为Hankel算子的充要条件。 - Bounded Linear Operator and Basic Sequences
基序列与有界线性算子 - Isolate Point of Operator Essential Spectrum in the Approximation for Bounded Linear Operator
有界线性算子逼近问题中算子本质谱孤立点的处理 - We prove that if Ais a finite dimensional C-algebra, then Δ can be extended to be a bounded linear operator from A Ato A.
证明了：（1）若A可交换或A为一有限维的C-代数时，Δ可以延拓成为AA到A的一个有界线性算子； - In this paper, the problem of Singular-Value decomposition of linear bounded compact operator is treated.
本文讨论了l~2空间的线性有界紧算子的奇异值分解问题。 - Which infinite matrix can be a bounded linear operator on a separable Hilbert space?
哪样的无穷矩阵能成为可分Hilbert空间上的有界线性算子？ - Analogues the bounded linear operator theorem, the Hahn-Banach theorem and the resonance theorem are established in sub-normed Z-linear space.
泛函分析学中的有界线性算子定理，Hahn-Banach定理以及共鸣定理都可以移植于次范整线性空间之中。 - A bounded linear operator on a Hilbert space is said to be convexoid, if the convex hull of its spectrum is equal to the closure of its numerical range.
如果Hilbert空间上一个有界线性算子的谱的凸壳等于数值城的闭包，则它称为凸型算子。 - Order bounded Carleman operator is order Closed;
序有界的Carleman算子是序闭的； - Convolution and bounded operator
卷积与算子的有界性 - Using James theorem, we prove that the natural extension of the bounded linear operator on Banach space is continuous on hyperspace such as W_k ( X) and W_ ( kc)( X).
利用James定理，证明了Banach空间上的有界线性算子的在Wk（X），W（kc）（X）等超空间上的自然扩张映射也是连续的。