MGM is introduced to solve field distributions in 3-D electron optical systems. The difference equation, the discrete form of Laplace's equation, is deduced in 3-D Cartesian coordinates. In view of the smooth effect, MGM combines Gauss-Seidel iteration with a technique known as coarse grid correction. Formulae for restriction and prolongation are deduced and expressed in terms of tensors.

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Due to the fact that the estimated a priori symbol probability can reach its real value with high probability as iteration increases, the new MMSE SIC detection algorithm can make a good tradeoff between complexity and performance.

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However, we can use the initial estimate to make a rough sketch, or release plan, of what work will happen in each iteration and how many iterations will be needed.

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This paper presents a method of iteration for least absolute deviation regression,which uses weighted least squares methods.

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Through the application to practices, it indicates that demarcation iterative algorithm has a simple principle and can be proved to be absolutely convergent and independent of the modifying method of iteration variables.

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In Chapter 3, we discuss Ishikawa and Mann iteration methods with mixed errorsfor solutions to nonlinear equations involving set-valued accretive operators.

第三章討論了具多值增生映象方程解的具混合誤差的Ishikawa 和Mann 迭代逼近問題。

A new class of uniformly Φ-strictly accretive operator is introduced, construct Ishikawa iteration in Banach spaces.

在 Banach空間中引入一類一致Φ-強增生算子的概念怡红院成永久免费人视频app，修改 Ishikawa迭代序列久久国产乱子伦精品一区二区。

The convergence of the iterative approximation of the solutions of uniformly accretive operator equation by the modified Ishikawa and Mann iteration processes with error are.

研究實 Banach空間中一致Φ-強增生算子方程解的修改了的具誤差的 Ishikawa迭代序列的收斂性問題欧美论理。

It is shown that any accumulation point of th iteration generated by the algorithm solves the implicit linear complementarity problem.

MAOR迭代算法是由Hadjidimos等[1]提出的国产原创在线导航视频在线观看，最初用于求解線性方程組。

The downward continuations are made by the iteration method and the FFT for a model and practical data, respectively. The effect of the iteration method is much better than the FFT.

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