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强单调算子
相关语句
  strongly monotone operator
     Finite Element Solution for Strongly Monotone Operator Equations(Gradient Type)
     强单调算子方程(位势型)有限元
短句来源
     The purpose of this paper is to study the iterative approximation of solutions to the set-valued mapping equation 0∈T(z), where T is a maximal strongly monotone operator.
     该文研究集值映象方程0∈T( z)的解的迭代逼近,其中T是极大强单调算子.
短句来源
     Mann Iteration Processes for Constructing a Solution of Strongly Monotone Operator Equations
     构造Banach空间强单调算子方程解的Mann迭代过程
短句来源
     The existence and convergence of the slack iteration scheme for the solution of a Lipschitian and Strongly monotone operator equations in Lp spaces are given, and the results in [7]are improved.
     利用松弛型迭代法研究强单调算子方程的数值求解问题,给出松弛型连代格式的存在性与收敛性定理,讨论最佳松弛因子的选择,改善了文[7]的结论。
短句来源
     The Slack Iteration Method for the Solution of Strongly Monotone Operator Equations
     强单调算子方程解的松弛型迭代法
短句来源
更多       
  strongly monotone operators
     On the Convergence Analysis of Inexact Proximal Point Algorithms for Maximal Strongly Monotone Operators
     关于极大强单调算子的不精确邻近点算法的收敛性分析
短句来源
  “强单调算子”译为未确定词的双语例句
     Let H be a real Hilbert space and A : D(A~)(?) H→H a quasi-strongly monotone operator.
     设H是实Hilbert空间,A:D(A)H→H是拟强单调算子.
短句来源
     In this paper, new concepts of random forced operator and random powerful
     本文提出了随机强制算子与随机强单调算子的新概念。 研究了在Hilbert空问中一类随机算子方程的随机解。
短句来源
     The Region Contraction Algorithm for Constructing Zeros of Quasi strongly Manotone Operators
     构造拟强单调算子方程解的区域收缩算法
短句来源
     In this paper,we study the elliptic partial differential Cquation whose coefficients are strongly monotony operators, and obtain the everywhere convergence of the gradients of solutions.
     本文研究了系数为强单调算子的椭圆型偏微分方程,得到了解的梯度的几乎处处收敛性。
短句来源
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  strongly monotone operators
We present a variational formulation of the problem and prove the existence and uniqueness of the weak solution, using strongly monotone operators arguments and Banach's fixed point theorem.
      
For strongly monotone operators, however, one may prove that for a?-method, 0>amp;lt;?>amp;lt;1/2, the errors are bounded uniformly in time and with errorO(Δt)2, if?=1/2-|O(Δt)|.
      
4) to the case of nonlinear (but still strongly monotone) operators.
      
An iterative penalty method for variational inequalities with strongly monotone operators
      


Let H be a real Hilbert space and A : D(A~)(?)H→H a quasi-strongly monotone operator. In this paper we establish, a new algorithm to find the zero of A. By constructing a sequence of closed balls containing the zero of A, the algorithm generates a global iteration which keeps self- well- defined and automatical accumulation of error, and converges to the zero of A simply if A is well defined and bounded in a certain ball which contains the zero of A. As a result of the algorithm, all conclusions appeared in...

Let H be a real Hilbert space and A : D(A~)(?)H→H a quasi-strongly monotone operator. In this paper we establish, a new algorithm to find the zero of A. By constructing a sequence of closed balls containing the zero of A, the algorithm generates a global iteration which keeps self- well- defined and automatical accumulation of error, and converges to the zero of A simply if A is well defined and bounded in a certain ball which contains the zero of A. As a result of the algorithm, all conclusions appeared in [1], [2], [3] and [4] are improved and extended.

设H是实Hilbert空间,A:D(A)H→H是拟强单调算子.本文运用T.E.Williamson·Jr,对于压缩算子所应用的几何估计思想,通过逐次构作包含方程Ax=0解集的闭球串,构遣了适定性自动调节和误差自动累计的大范围收敛迭代格式.这一格式对日为有限维情形,有无条件大范围收敛性质;对D(A)=H情形,有无条件局部收敛性质;而一般,只要A在某个包含方程Ax=0解集的闭球上有界,仍保持大范围收敛.所得结果推广与改进了[1]~[4]的全部结果.

For Solving strongly monotone operator equation which satisfies certain conditions in finite dimensional space,a ball iterative method is established in the paper. Besides, the global convergence of the method is proved and some numerical examples are computed

对满足一定条件的有限维强单调算子方程,本文建立了求解的球形迭代法,证明了收敛性,计算了相应的数值例子。

In this paper,we study the elliptic partial differential Cquation whose coefficients are strongly monotony operators, and obtain the everywhere convergence of the gradients of solutions.

本文研究了系数为强单调算子的椭圆型偏微分方程,得到了解的梯度的几乎处处收敛性。

 
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