| 1. | Multiscale analysis applied to condition monitoring of microbore drilling
多尺度分析在微孔钻削状态监测中的应用 |
| 2. | An approach to underwater images enhancement based on wavelet multiscale analysis
一种基于小波多尺度分析的水下图像增强方法 |
| 3. | Direct multiscale analysis of stability of an axially accelerating viscoelastic beam
粘弹性变速运动梁稳定性的直接多尺度分析 |
| 4. | Wavelet and multiscale analysis can be a powerful tool for multiple decomposition of potential fields data
摘要小波变换多尺度分析是位场分解的有益工具。 |
| 5. | First , wavelet was widely used in image processing due to its multiresolution or multiscale analysis property
首先，由于小波分析由于具有多分辨或多尺度特性，在图像处理方面得到广泛应用。 |
| 6. | Wavelets have found wide applications in image processing due to the multiresolution or multiscale analysis property
小波分析由于具有多分辨或多尺度分析特性，在图像处理方面得到了广泛应用。 |
| 7. | One of the more recent areas of investigation in multiscale analysis has been the emerging theory of multiscale representations of signals and wavelet transforms and the development of multiscale signal processing algorithms
其中在多尺度分析方面，多尺度信号和小波表示以及多尺度信号处理算法的研究日益成为国内外的研究热点 |
| 8. | By means of mallat " s multiscale analysis , we construct two type of arbitrary order cardinal b - spline wavelet . in order to avoid the loss of weak edge , take adaptive filter to sharp image edge . this is the improved image edge detection based on wavelet transform
本文以基于小波变换的边缘检测技术为基础，在小波多分辨分析的框架下构造基于边缘检测的两类b样条单正交小波基函数，并改进现有的基于小波变换的边缘检测算法。 |
| 9. | Detection . then , we compared the traditional second - order correlation technique and the high - order correlation technique , analyzed the characteristics of each them . wavelet transform is the focus of this paper . we analyzed and discuss several aspects i . e multiscale analysis , wavelet threshold denoising and wavelet energy accumulation method . with above method , we simulate in matlab , got many valuable data and conclusions . at the end of this paper , we discuss about the realizition of the echo processing system in brief
然后在匹配滤波理论基础上对二阶互相关处理，高阶统计检测理论进行了研究，特别对三阶相关做了结合实际的具体分析。小波方法是本文的重点，其中对小波多分辨率分析方法，滤波去噪算法和小波能量累积算法几方面进行了详细的分析和研究。 |
