如果用脚本的第二次迭代进行测试，输出如下。
If you test iteration 2 of the script, the output could be something like.
如果计数器大于0，就意味着这至少是第二次迭代。
If the counter is more than 0, then that means this is at least the second iteration.
清单12演示这个脚本的第二次迭代如何处理这些参数。
Listing 12 shows how the second iteration of this script processes these parameters.
因此，您在第二次迭代中就应该开始执行他们的建议。
It might therefore be the case that in iteration 2, you would set to work implementing their recommendations.
结果表明，完成二次迭代后，就可获得精度很高的满意结果。
By calculating, it is found that the satisfying results with high precision can be acquired after the second iteration.
对于双向同步，将执行此进程两次，第二次迭代时会交换源和目标。
For bidirectional synchronization, this process will be executed twice; source and destination swapped on the second iteration.
在第二次迭代中，你为这些场景添加了复杂性—例如，你也许使缺陷能够在一个工作流中处理。
In the second iteration, you add complexity to these scenarios — for example, you might enable the defect to handle a workflow.
现在，让我们假设在第二次迭代之后，您从一个负责人那获得反馈，但是您对他的观点并没有把握。
Now, let's assume that after iteration 2, you get feedback from a principal whose perspective you were unsure of.
在为我们的知识产权获取法律许可之前，提供给内部涉众的第二次迭代演示之前还有一次额外的演示，即在为我们的知识产权获取法律许可之前。
Once again, this second iteration demo being offered to insider stakeholders buys us an additional iteration prior to needing to obtain legal clearance for our intellectual property.
NiLFS(2)是日本Nippon Telegraph and Telephone（NTT）开发的一种日志结构文件系统的第二次迭代。
NiLFS(2) is the second iteration of a log-structured file system developed in Japan by Nippon Telegraph and Telephone (NTT).
本文就二次可微函数类给出一类求大范围极值的区间迭代方法。
In this paper an interval iterative method is given for seeking the global maximum of a second order differentiable function.
本文提出的这种方法，它的特点在于：我们不是用牛顿迭代法去直接逼近方程的根，而是用牛顿迭代法去逼近方程的二次因子。
The method presented in this paper is not to approximate directly with Newton iterate the roots of a polynomial but to approximate its second order factors.
把这种算法应用于二次规划，得到了二次规划的一种新的迭代法。
A new iterative algorithm for quadratic programming is obtained when applying the general algorithm to quadratic programming.
在新的控制条件下，证明了二次型极小化问题的迭代算法的有效性，所得结果改进了徐洪坤关于二次型优化的最新结果。
Under new control conditions, we prove convergence of the quadratic minimization problem, which improves the recent results by Xu about quadratic optimization.
通过对COAA算法采用变步长迭代提高二次相位误差估计的精度和速度，增强算法的实用性。
To improve the phase error estimation precision and speed, modified iteration step is used, resulting in more effective application of COAA.
该迭代算法具有几乎二次的收敛率，在某些条件下达到了二次收敛。
The rate of convergence is nearly quadratic, and is quadratic under some additional conditions.
该迭代式被证明是二次收敛的。
The convergence of this method is proved mathematically to be of the second order.
最后，一??个双向迭代算法利用用于最小化成本的双二次函数的迭代优化的两个权重。
Finally, a bi-iterative algorithm for minimizing the bi-quadratic cost function is utilized to optimize iteratively the two weights.
利用一元二次方程的求根公式构造二元二次方程组的迭代算法，通过图解二元二次方程组的解来说明迭代算法在实践中的应用。
In this paper, the author gives the formula of roots of a quadric equation over a field of 2 k elements and presents the problem.
利用一元二次方程的求根公式构造二元二次方程组的迭代算法，通过图解二元二次方程组的解来说明迭代算法在实践中的应用。
In this paper, the author gives the formula of roots of a quadric equation over a field of 2 k elements and presents the problem.
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