同时详细讨论了迭代法的收敛条件。
The convergence condition of this interactive method is discussed in detail in this paper.
文中还给出了等效源迭代算法的收敛条件。
The convergence condition of the iterative algorithm is also presented.
文中还讨论并给出了微扰过程的收敛条件。
The convergence conditions for the perturbation procedure are also given and discussed.
根据观测器收敛条件确定状态观测器增益矩阵。
The gain matrix of the condition monitor is determined according to the conditions of convergence of the monitor.
接下来，通过理论分析给出了该算法的收敛条件。
And then, the convergence condition of the proposed algorithm is pointed out through theoretical analysis.
该算法根据均方偏差的收敛条件，在迭代过程中不断减小投影阶数。
According to the condition of convergence on the Mean-Square Deviation, the algorithm decreases its order as iteration goes on.
提出了一种基于几何级数的极限条件估计学习控制过程收敛条件的方法。
A theoretical method which estimates the convergence condition of the learning control process based o...
本文利用矩阵方法对二重函数项级数进行讨论，得到了极其自然的收敛条件。
In this paper double series of functions with posititve coefficients are discussed and a natural condition of the convergence is obtained with the aid of matrix methods.
并提出了一种基于几何级数的极限条件估计学习控制过程收敛条件的理论方法。
A theoretical consideration to estimate the convergence conditions in learning control process is proposed in accordance with the limit condition of a geometric series.
第二部分是在一致收敛条件下函数列、函数项级数以及含参量反常积分的性质。
The second part is in uniform convergence conditions function series, function and parameter improper integral. We properties.
利用矩阵的范数讨论了矩阵的收敛问题，得出了迭代法求解时的收敛条件及误差估计。
We discussed the problems of convergence by norm of a matrix, obtaining the formulation of error estimate and the conditions of convergence in requesting the solutions by iterative method.
这里提供一种解决这类问题的计算方法——“变动边界微扰法”，并给出了微扰过程的收敛条件。
To solve such problems, a special method of calculation "Perturbation method for Variable Boundary problems" has been put forward, including the corresponding condition of convergence.
在研究线性滤波lms算法的收敛条件及推导其稳态相对误差的上下限算式时，都用到自相关矩阵的特征值的表达式。
Several eigenvalue expressions are encountered in studying the convergence condition and the lower and upper limit formula of the LMS algorithm which is used in the adaptive filter design.
与这两种迭代学习控制相比，P型迭代学习控制的收敛条件更加严苛，收敛性和鲁棒性较差，而且收敛速度比以上两种控制方法要慢得多。
Compared with the above two ILCs, the convergence condition of P-type ILC is much stricter and its robustness is worse. Besides, convergence speed of P-type ILC is much slower than that of D-type ILC.
本文分析了一种非相干伪码跟踪环路的线性以及非线性跟踪性能，并得到了环路的收敛域与收敛条件，这些分析结果对环路参数的设计都是至关重要的。
The algorithm presented in the paper achieved the stable condition and region of 2st-order DDLL. All of these analyses results are very important to design applicable parameters of the loop.
随后我们提出了求解这类概率约束随机规划的一种近似算法，并在一定的条件下证明了算法的收敛性。
And then, we present an approximation method for solving this probabilistic constrained stochastic programming, and prove certain convergence of the method under some conditions.
若上述正实条件仅在某些频带上满足，则FXLMS算法的收敛将依赖于参考信号功率谱密度的分布。
But if above positive real condition is satisfied only within some frequency range, the convergence of FXLMS algorithm is dependent on the spreading of power spectral density of the reference signal.
在较为温和的条件下证明了方法的全局收敛性，及罚参数只需进行有限次调整。
It is shown that this method possesses global convergence and the penalty parameters are adjusted only finite times under mild conditions.
经济增长的收敛模式在全国范围内没有绝对收敛，也没有条件收敛。
The convergence mode of economic growth has not countrywide absolute convergence or conditional convergence.
最后，通过这些误差界，我们给出了由投影梯度方法产生的迭代序列收敛的条件。
Using the error bounds, we give a condition for convergence of the sequence of iterates generated by projected gradient methods.
与以往的同一领域的经典定理相比，它的收敛性条件是宽松的。
Its convergent condition is relaxed compared with the classical theorem on the same field.
在较弱的条件下，获得了算法的全局收敛性定理。
Under very mild conditions, the algorithm possesses global-convergency.
这个方法有两个特点，（1）由于满足点协调和边协调的广义协调条件，故能保证收敛；
This approach has two characteristics. (1) The convergence is ensured because the point and side-average generalized compatibility conditions are satisfied.
此外，在收敛到零阶出口压力边界条件时，构造了较易收敛的减缩修正方法。
Furthermore, a reduction correction method is built to promote convergence to boundary condition of exit pressure.
本文讨论了含参量无穷积分亚一致收敛的条件。
The conditions of the sub-consistent convergence of the parameter-involved infinite integration are discussed in this paper.
通过对阿贝尔定理的深入探讨，获得了幕级数在其收敛区间端点收敛的一些判别条件。
We obtain a sufficient condition and a essential - sufficient condition about convergence at the end point of the convergence interval of power series.
通过对阿贝尔定理的深入探讨，获得了幕级数在其收敛区间端点收敛的一些判别条件。
We obtain a sufficient condition and a essential - sufficient condition about convergence at the end point of the convergence interval of power series.
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