该积分方程是一病态方程。
We analyze the ill-posed adaptive tracking problem in this setting.
本人们剖析病态在此设置的自顺应跟踪问题。
This equation is ill-posed and its solutions are extremely unstable.
方程是一病态积分方程其解很不稳定。
The calculating method of ill-posed boundary value problem is discussed.
简要讨论了心电场逆问题的优化解法。
With normalization of the digital edge set, the ill-posed problem is effectively regularized.
通过对边缘点集的归一化运算，有效地正则化了提取椭圆的边缘点集的病态性；
Many computer scientists would say that the question is ill-posed, and that any answer to it wouldn't mean much.
许多计算机科学家指出这个问题是不合适的，任何回答这个问题的答案都是没有意义的。
The major advantage of MREIT is the high impedance resolution imaging and improvement of the ill-posed problem in conventional EIT.
其最大优点在于能得到高分辨率的阻抗分布图像，改善常规EIT技术的缺陷。
But your problem seems deeper than that: it seems to be an ill-posed problem (division of big Numbers by small Numbers usually are).
但你的问题似乎比这更深：这似乎是一个病态问题(小数除法的大数通常)。
The mathematical solution for ill-posed problems is regularization. The computational foundation for deformable models is just regularization.
数学上解决病态问题的方法是正则化，可形变模型的计算基础即是正则化。
The resolution strategy for ill-posed inverse problems encountered in science and engineering researches is put forward, based on multi-objective optimization.
针对科学和工程研究中的病态逆问题，提出了基于多目标优化的求解方法。
It is well known that optical tomography(OT) is an ill-posed problem and some proper apriori information is incorporated in order to decrease the ill-poseness.
光学层析成像是一个病态重建过程，为降低重建过程中的病态特性，需加入合适的先验信息。
In order to deblur the image, deconvolution and waveform recovery are necessary. Deconvolution is an ill-posed problem. Bar code is a kind of bilevel waveform.
为了克服点扩展函数卷积造成的模糊，需要进行反卷积处理复原波形。
However, due to the ill-posed nature of the super-resolution image reconstruction, the ringing artifacts can not be easily removed in the reconstruction process.
但是，由于超分辨率图像重构本身是一个病态求逆过程，在重构图像中所产生的边缘振荡效应往往很难在重构过程中予以消除。
By introducing the prior information constraint in the objective function, we can solve the ill-posed problem and band-limited problem for the impedance inversion.
通过在目标函数中增加先验知识约束，我们可以解决波阻抗反演的病态问题及带限问题。
For improving the ill-posed problem of the space IBD method, an adaptive operator is proposed in this paper. The results show that the improved algorithm works well.
为了改进空域IBD算法的病态，提出了一种自适应正则化算子，取得了较好的恢复结果。
The strong interrelationship among exterior elements of linear pushbroom imagery induces normal equation severely ill-posed and least squares value deviated from the true value.
线阵推扫式影像外方位元素间的强相关性，导致法方程病态，外方位元素的最小二乘估计值误差较大。
A new algorithm of deconvolution via window convolution operation is proposed, and the algorithm can solve the ill-posed problem occurring in deconvolution via circular convolution.
本文提出了一种用窗口卷积实现反卷积的新算法，这种算法解决了用圆周卷积计算反卷积时出现的病态问题。
As SFS is intrinsically an ill-posed problem, existing SFS algorithms can not reconstruct the shape very precisely. Therefore it is very important to enhance the restoration precision of SFS.
由于SFS固有的病态性，现有的SFS算法还不能十分精确地恢复物体表面形状，因此提高SFS的恢复精度具有重要的意义。
Blind image restoration has a strong background of mathematics, including estimation theory, ill-posed problem solution method, linear algebra, stochastic process, numerical analysis, and so on.
图像盲复原具有很强的数学背景，同估计理论、病态逆问题求解理论、线性代数、随机过程和数值分析等都有着密切的联系。
Image super-resolution restoration and enhancement (SR) based on reconstruction is a typically ill-posed and high-dimensional problem, which needs effective regularization to stable the solution.
基于重建的超分辨率（SR）方法中，图像求解是典型的高维病态问题，需借助有效的正则来稳定求解。
This paper introduces the application background and basic methods of blind image restoration briefly, analyzes the degradation model of image and the ill-posed problem during restoration in detail.
本文简要介绍了盲目图像复原的应用背景及基本方法，详细分析了图像退化模型及图像复原过程中的病态问题。
Regularization Theory is introduced as a natural framework for studying this classic, ill posed problem which otherwise admits an infinite number of solutions.
而正规化理论就成为研读经典、非良置性问题的自然架构，得以容纳大量的解答方式。
Regularization Theory is introduced as a natural framework for studying this classic, ill posed problem which otherwise admits an infinite number of solutions.
而正规化理论就成为研读经典、非良置性问题的自然架构，得以容纳大量的解答方式。
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