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1)  iterative technology
迭代技术
1.
With consideration of at the shortage of Fourier measuring frequency arithmetic by self-adaptive sampling technique,a self-adaptation frequency-tracking arithmetic based on iterative technology is introduced.
针对自适应调整采样间隔的傅氏测频算法的不足,提出了基于迭代技术的自适应频率跟踪算法。
2.
The stable solution of temperature-field reconstruction problem was obtained by using regularization method, and then the solution was modified by using one-time iterative technology for optimization.
针对傅里叶正则算法在复杂温度场重建过程中存在的不足 ,首先用正则化方法获得温度场重建这一不适定问题的稳定解 ,然后利用迭代技术对解进行一次迭代优化修正 ,充分考虑观测矩阵降质对温度场重建的影响·提出一种基于正则化方法与一次迭代技术相结合的复杂温度场重建算法·仿真结果表明该算法温度场重建精度优于傅里叶正则算法 ,能快速而较高精度地重建出复杂温度场二维温度分
2)  the Newton iteration method
牛顿迭代技术
3)  monotone iterative technique
单调迭代技术
1.
By employing the approaches for upper and lower solutions and monotone iterative technique,the authors have obtained the sufficient conditions for the existence of coupled maximal solution and minimal solution.
通过上下解方法和单调迭代技术得到了边值问题存在耦合极大解β-和极小解α-的充分条件。
2.
Methods The method of upper and lower solutions and the monotone iterative technique were used to establish our results.
方法 应用单调迭代技术结合上下解方法讨论最大解与最小解的存在性。
3.
We obtain the existence of extremal solutions of the boundary value problem by using the method of lower and upper solutions coupled with monotone iterative technique.
通过上下解和单调迭代技术讨论了二阶脉冲泛函微分方程非线性边值问题极值解的存在性,推广了相关文献的结果。
4)  inequality iterative technique
不等式迭代技术
1.
In this paper, we use the inequality iterative technique and the Monch fixed-point theorem to study the coupled quasi-solutions and solutions of nonlinear impulsive Fred-holm integral equations in Banach spaces.
本文利用不等式迭代技术和Monch不动点定理,研究了Banach空间非线性脉冲 Fredholm型积分方程耦合拟解及解的存在性,其方法和结果改进并发展了有关文献。
5)  pipeline iterative technique
流水线迭代技术
6)  digital compensation feedback method
数字迭代反馈技术
1.
The digital compensation feedback method is used for reproducing earthquake waves, as well.
在试验方法上采用数字迭代反馈技术,精确再现了地震波。
补充资料:层层迭迭
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