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1·The convergency of the algorithm is discussed.

研究和分析了迭代优化算法的收敛性。

2·The convergency theory of quantitative logic is given.

初步给出了计量逻辑学中的收敛理论。

3·City, is essentially the result of element convergency.

城市，本质上是要素聚集的结果。

4·Under very mild conditions, the algorithm possesses global-convergency.

在较弱的条件下，获得了算法的全局收敛性定理。

5·The analysis shows that the method has good convergency and high precision.

算例分析表明，该方法具有很好的收敛性和很高的精度。

6·This approximation is reliable and the convergency is also good under mild potential change.

结果表明，对于势变化趋势的缓慢情形，这种近似求解结果可靠，收敛良好。

7·The universal iterative scheme based on order N convergency is advanced with a strict proof.

文中提出了一个基于N阶收敛的通用迭代格式来求取矩阵符号函数并给出证明。

8·Merely the wave dispersion, the convergency of diffracted wave is, in most cases, incomplete.

但由于此两种方法的波散现象，存在绕射波收敛不完全等问题。

9·By this approach, the computation speed and accuracy is enhanced and a better convergency is obtained.

本方法提高了收敛性和计算速度及精度。

10·Computation shows that the modification attains the acceptable convergency faster by 20-40% than before.

通过算例证明，本方法比未改进方法的收敛速度加快20—40%。

收敛

1·The analysis shows that the method has good convergency and high precision.

算例分析表明，该方法具有很好的收敛性和很高的精度。

2·Merely the wave dispersion, the convergency of diffracted wave is, in most cases, incomplete.

但由于此两种方法的波散现象，存在绕射波收敛不完全等问题。

3·Compared with traditional DFS algorithm and simulated annealing (SA) algorithm, the proposed algorithm possesses better convergency and high convergence rate.

该算法克服了DFS算法收敛性差和模拟退火(SA)算法收敛速度慢的缺点。

4·This approximation is reliable and the convergency is also good under mild potential change.

结果表明，对于势变化趋势的缓慢情形，这种近似求解结果可靠，收敛良好。

5·In this paper a model of three elements is proposed for discussing the convergency of the load transfer method.

本文提出三单元式模型，讨论了荷载转移法的收敛性。