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增算子 Increasing operator英语短句 例句大全

时间:2020-07-08 23:57:02

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增算子 Increasing operator英语短句 例句大全

增算子,Increasing operator

1)Increasing operator增算子

1.The existence of solutions of fixed point of some increasing operators in Lp[I,E] space;Lp[I,E]空间中一类增算子不动点的存在性定理

2.In this paper, we discuss the problem of fixed point of discontinuous increasing operators in order Banach space.在Banach空间中,讨论了不连续的增算子的不动点存在性问题,并给出了求不动点的步骤及它的构造形式。

3.By using the cone theory and non-symmetry iteration method,it is studied the existence and uniqueness of solutions of increasing operator equations without continuity and compactness conditions.利用锥理论和非对称迭代方法,讨论了不具有连续性和紧性条件的增算子方程解的存在唯一性。

英文短句/例句

1.Random Fixed Points for Random Discontinuous Increasing Operators有关不连续随机增算子的随机不动点

2.On the New Fixed Point Theorems of Some Noncompact and Noncontinuous Increasing Operators with Their Applications;一类非紧非连续增算子新不动点定理及其应用

3.The Study of Ranges for m-Accretive Operators and Monotone Type Operators;M-增生算子和单调型算子值域的研究

4.The Eigenvalue Problem and Perturbation Theory of Accretive and Monotone Operators;增生算子与单调算子的特征值问题及扰动定理

5.Ranges of Noncompact Perturbed Monotone Type and m-Accretive Operators;单调型算子和m-增生算子的非紧性扰动的值域

6.The Ranges of m-accretive and Monotone Operators Noncompact Perturbation;m-增生算子和单调算子非紧性扰动的值域

7.The sale of hand-held electronic calculators has increased at a significant rate.袖珍电子计算器的销售量增加很快。

8.Augmented Spinor Space and Riemann-Roch Operator;增广的旋量空间和Riemann-Roch算子

9.The Generalized Topological Degree for m-Accretive Operators and Its Applications;m-增生算子的广义拓扑度及其应用

10.Iterative Approximation of the Solution to a Class of Accretive Operator Equations with Errors;一类增生算子方程具误差的Lipschitz迭代解

11.Modified Particle Swarm Optimization Based on Increment PID基于增量式PID的改进粒子群算法

12.Halpern"s Iteration of Common Solutions for a Finite Family of Accretive Operators有限族增生算子公共解的Halpern迭代

13.An Enhanced Tableau Algorithm Based on Clause Reorganization一种子句重构的增强Tableau算法

14.Tracking algorithm using incremental learning Rao-Blackwellized particle filter增量学习Rao-Blackwellized粒子滤波的跟踪算法

15.Iterative Approximation of Solutions for Φ-strongly Accretive Operator EquationsФ-强增生算子方程解的迭代逼近问题

16.Spectral preservation image fusion algorithm based on edge enhancement基于边缘增强算子的光谱保持型图像融合算法

17.Iterative Sequence the Fixed Point of Pseudocontractive Operator and the Solution of Accretive Operator Equations in Banach SpacesBanach空间用迭代法逼近伪压缩算子的不动点和增生算子方程的解

18.Proximal Operator Equations for Mixed Multivalued Quasi-Variational Inclusions with H-accretive Operator in Banach SpacesBanach空间一类H-增生算子的混合拟变分包含的邻近算子方程(英文)

相关短句/例句

increasing operators增算子

1.Some fixed point and generalized fixed point theorems for discontinuousincreasing operators under incomplete preferences;不完全偏好下非连续增算子的不动点与广义不动点定理

2.Some new fixed point theorems for discontinuousincreasing operators;非连续增算子的若干新不动点定理

3.By using the cone theory and the monotone succession skills,some theorems of fixed point and iterative technique forincreasing operators in Lp[I,E] are obtained.利用锥理论单调迭代技巧,在空间Lp[I,E]中得到了一些新的增算子不动点的存在性定理及其不动点的迭代解法。

3)accretive operator增生算子

1.The influemce of parameter onaccretive operator;参数对增生算子逼近速度的影响

2.An iterative method is designed to advance the Ishikawa iteration and solve perturbed equations ofaccretive operators.主要研究了用迭代法求解增生算子紧扰动方程 。

3.Some properties ofaccretive operators in reflexive Banach spaces were studied.研究了自反Banach空间中增生算子的一些性质,给出了增生算子为极大增生的充要条件及在有效域内部的稠密集上单值且连续的条件。

4)u 0 increasing operatoru0-增算子

5)strongly incveasing operator强增算子

6)Enhancement operator增强算子

延伸阅读

凹算子与凸算子凹算子与凸算子concave and convex operators凹算子与凸算子「阴~皿d阴vex.耳阳.勿韶;.留叮.肠疽“‘.小啊j阅雌口叹甲司半序空间中的非线性算子,类似于一个实变量的凹函数与凸函数.一个Banach空间中的在某个锥K上是正的非线性算子A,称为凹的(concave)(更确切地,在K上u。凹的),如果l)对任何的非零元x任K,下面的不等式成立: a(x)u。(Ax续斑x)u。,这里u。是K的某个固定的非零元,以x)与口(x)是正的纯量函数;2)对每个使得at(x)u。续x《月1(x)u。,al,月l>0,成立的x‘K,下面的关系成立二A(tx))(l+,(x,t))tA(x),00.类似地,一个算子A称为今单(~ex)(更确切地,在K上“。凸的),如果条件l)与2)满足,但不等式(*)用反向不等号代替,并且函数粉(x,t)<0.一个典型的例子是yP‘KOH积分算子 通rx‘t、1二f天(t.:,x(s))山,G它的凹性与凸性分别由纯量函数介(t,s,。)关于变量u的凹性与凸性所确定.一个算子的凹性意味着它仅仅包含“弱”的非线性—随着锥中的元素的范数增加,算子的值“慢慢地”增加.一般说来,一个算子的凸性意味着,它包含“强”的非线性.由于这个理由,包含凹算子的方程在许多方面不同于包含凸算子的方程;前者的性质类似于相应的纯量方程,而不同于后者,后者关于正解的唯一性定理是不成立的.

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