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基于小波统计特性的遥感图像像素与特征联合最优融合方法 总被引：8，自引：0，他引：8
遥感影像的IHS融合方法由于匹配误差导致光谱畸变和退化,而小波变换在变换域具有良好的分频特性,小波系数的统计特性反映了遥感影像的边缘、线和区域等显著特征。提出了基于小波统计特性的遥感影像的像素和特征联合最优融合方法,在IHS空间,对强度分量I的高频部分利用多分辨率小波融合方法进行影像的高频细节特征融合,低频部分选取光谱信息和空间分辨率评价指标作为融合权系数求优指标,进行像素级最优融合,实验结果证明了该方法的有效性。 相似文献
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在利用北斗卫星导航系统（BDS）进行高精度变形监测时,BDS信号产生的多路径效应是影响变形监测数据精度和可靠性的一个不可忽视的误差源. BDS有三种不同的轨道卫星,所形成的多路径误差较为复杂. 基于坐标域的多路径误差使用小波分析(Wavelet)和经验模态分解(EMD)进行原始序列降噪,对降噪后序列使用改进恒星日滤波(ASF)进行多路径误差剔除,两种方法分别对基线精度的E方向改善了38.6％和40.8％,N方向改善了59.1％和61.0％,U方向改善了57.8％和57.9％,EMD对坐标序列的平滑和基线精度改善较优. 相似文献
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提出了一种基于小波包变换和误差扩散的打印扫描图像水印算法。首先对图像进行三层小波包分解,并将其作为水印嵌入到分解后的高频分量的低频子带,然后进行小波包重构得到嵌入水印的图像,再运用改进的噪声平衡误差扩散算法加网得到含水印的半色调图像。实验表明,该算法对于打印扫描过程的无意攻击具有良好的鲁棒性。 相似文献
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Extracting a set of meaningful spectral features could enhance the classification performance. This is particularly important in hyperspectral images where the dataset are very large and time consuming to process. Wavelet transform as a powerful decomposition tool in both low and high frequency components could play an essential role in extracting spectral features of target minerals. Selecting the optimum base wavelet is an important step in wavelet transform. In this research, two criteria to select optimum base wavelet were implemented on three wavelet series including Daubechie (db), symlet (sym) and coiflet (coif). Energy criterion involves entropy factor and energy-to-Shannon entropy ratio while matching shape criterion operates according to correlation coefficients. High ranking base wavelets in both energy and shape criteria, coif1, db3 and db7, are recommended to be utilized in hyperspectral image classification. Neural Network technique was used for classification and trained by means of mineral spectral features related to typical porphyry copper deposits. Non-Linear wavelet feature extraction was employed to select the efficient features as input data. The study area covered by Hyperion data contains two well-known porphyry copper deposits, Darrehzar and Sarcheshmeh, located in the Iranian copper belt. Based on classification error matrix, it is concluded that db7 through 12 selected features exhibits the maximum consistency with the field measured data and can be recommended as an appropriate base wavelet for detecting porphyry copper deposits. 相似文献
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伪距多路径误差是影响GNSS导航定位精度的主要误差源之一。多路径误差与接收机周围环境有关,在实际应用中难以建立有效的多路径误差模型进行改正。对于多频GNSS接收机可以通过多频观测值组合估计伪距多路径,但该方法不适用于价格低廉的单频接收机,而导航中使用的大多数为单频接收机。因此,开展单频GNSS伪距多路径误差提取研究具有重要的工程应用价值。本文基于小波分析对单频GNSS接收机伪距多路径误差估计开展研究,首先验证了小波分析用于单频GNSS伪距多路径误差估计的可行性;其次,研究了采用不同的小波基和分解层次对多路径误差估计的影响;最后,研究了改正多路径误差对GNSS定位的影响。实验结果表明不同的小波基和分解层次对多路径误差提取效果没有明显的差别,但小波分解层次较低时定位误差分布相对更加集中,同时,经过多路径误差改正后在NEU3个方向RMS平均改善率达到20.4%、25.1%、16.4%。 相似文献
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针对步态识别方法中加速度信号的去噪问题,提出了一种利用复合评价指标及小波熵进行步态加速度信号小波去噪的参数优选方法。均方根误差和平滑度的变化率随小波分解层数的增加表现出单调性和负相关性,根据该特性使用改进熵权法构建了一种复合评价指标,通过构建的复合评价指标确定不同小波基处理步态信号时的最优分解层数,根据步态信号小波分解后低频系数的小波熵大小来确定每一分解层次的最优小波基。实验结果表明,所提方法确定的小波去噪方案可以满足步态信号研究的滤波要求。 相似文献
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The merging of a gravimetric quasigeoid model with GPS-levelling data using second-generation wavelets is considered so as to provide better transformation of GPS ellipsoidal heights to normal heights. Since GPS-levelling data are irregular in the space domain and the classical wavelet transform relies on Fourier theory, which is unable to deal with irregular data sets without prior gridding, the classical wavelet transform is not directly applicable to this problem. Instead, second-generation wavelets and their associated lifting scheme, which do not require regularly spaced data, are used to combine gravimetric quasigeoid models and GPS-levelling data over Norway and Australia, and the results are cross-validated. Cross-validation means that GPS-levelling points not used in the merging are used to assess the results, where one point is omitted from the merging and used to test the merged surface, which is repeated for all points in the dataset. The wavelet-based results are also compared to those from least squares collocation (LSC) merging. This comparison shows that the second-generation wavelet method can be used instead of LSC with similar results, but the assumption of stationarity for LSC is not required in the wavelet method. Specifically, it is not necessary to (somewhat arbitrarily) remove trends from the data before applying the wavelet method, as is the case for LSC. It is also shown that the wavelet method is better at decreasing the maximum and minimum differences between the merged geoid and the cross-validating GPS-levelling data. 相似文献
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K. Venkateswaran N. Kasthuri N. Kousika 《Journal of the Indian Society of Remote Sensing》2017,45(6):903-911
Scalar wavelet based contourlet frame based features are used for improving the classification of remote sensing images. Multiwavelet an extension to scalar wavelets provides higher degree of freedom, which possess two or more scaling function and wavelet function. Unlike scalar wavelets, which has single scaling and wavelet function. Multiwavelet satisfies several mathematical properties simultaneously such as orthogonality, compact support, linear phase symmetry and higher order approximation. The multiwavelets considered here are Geronimo-Hardin-Massopust (GHM) and Chui Lian (CL). In this paper the performance of GHM and CL multiwavelet is compared. Finally CL based multicontourlet frame based features are used for improving the classification accuracy of remote sensing images as it has directional filter banks. Principal component analysis based feature reduction is performed and Gaussian Kernel Fuzzy C means classifiers are used to improve the classification accuracy. The experimental results shows that the CL based multicontourlet overall accuracy is improved to 5.3% (for LISS-IV(i)), 2.09% (for LISS IV(ii)) 4.17% (for LISS IV(iii)) and 4.2% (for LISS IV-(iv)) the kappa coefficient is improved to 0.04 (for LISS IV-(i)), 0.029 (for LISS IV-(ii)), 0.031 (for LISS IV-(iii)) and 0.05 (for LISS IV-(iv)) compared to Wavelet based Contourlet transform. 相似文献
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卫星光学遥感影像的几何畸变是制约其定位精度的重要原因。采用一般系统误差补偿模型难以从根本上消除影像复杂畸变。本文在有理函数模型RFM平差方案基础上,根据傅里叶级数的逼近特性,提出用二元傅里叶多项式代替一般多项式作为系统误差补偿项,以适用符合连续条件的任意形式畸变。仿真和实际数据平差试验结果表明,本文方法能够有效补偿由于影像内外方位元素误差造成的像方定位系统误差及不同大小的畸变。在控制点充足的条件下,附加3阶傅里叶补偿项的RFM平差定位精度显著优于附加一般多项式补偿项的常规方法,其中SPOT-5异轨立体像对平差后平面和高程定位精度可分别达到3.34 m和2.48 m,QuickBird同轨立体像对平差后平面和高程定位精度分别达到0.77 m和0.54 m,均达到了子像素精度水平。二元傅里叶多项式可作为一种通用的影像系统误差补偿模型,拓展应用于航空和近景影像的畸变校正。 相似文献
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一种基于小波包变换的盲数字水印算法 总被引：2，自引：0，他引：2
提出了一种基于小波包变换的盲数字水印算法，该算法首先对图像进行小波包分解，并根据视觉感知特性将作为水印的二值图像嵌入到分解后的高频分量中，再进行小波包重构得到嵌入水印的图像。实验结果表明，该算法添加水印后的图像对于压缩、噪声、中值滤波、几何裁剪等处理具有很强的稳健性。 相似文献
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A Snake-based Approach for TIGER Road Data Conflation 总被引：1，自引：0，他引：1
《制图学和地理信息科学》2013,40(4):287-298
The TIGER (Topologically Integrated Geographic Encoding and Referencing) system has served the U.S. Census Bureau and other agencies' geographic needs successfully for two decades. Poor positional accuracy has however made it extremely difficult to integrate TIGER with advanced technologies and data sources such as GPS, high resolution imagery, and state/local GIS data. In this paper, a potential solution for conflation of TIGER road centerline data with other geospatial data is presented. The first two steps of the approach (feature matching and map alignment) remain the same as in traditional conflation. Following these steps, a third is added in which active contour models (snakes) are used to automatically move the vertices of TIGER roads to high-accuracy roads, rather than transferring attributes between the two datasets. This approach has benefits over traditional conflation methodology. It overcomes the problem of splitting vector road line segments, and it can be extended for vector imagery conflation as well. Thus, a variety of data sources (GIS, GPS, and Remote Sensing) could be used to improve TIGER data. Preliminary test results indicate that the three-step approach proposed in this paper performs very well. The positional accuracy of TIGER road centerline can be improved from an original 100 plus meters' RMS error to only 3 meters. Such an improvement can make TIGER data more useful for much broader application. 相似文献
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利用小波变换的高分辨率多光谱遥感图像多尺度分水岭分割 总被引：4，自引：2，他引：2
为了减少仅用分水岭变换而导致的过分割问题,本文提出利用小波变换的多尺度处理方式用于融合后多光谱QuickBird图像的分割。整个分割过程包括多尺度图像表示、图像分割、区域合并和结果映射等过程。首先,依据原始图像的大小确定分解尺度并用小波变换产生各波段的低尺度图像。采用相位一致模型提取各近似系数的梯度,并逐尺度地融合各梯度图。分析不同尺度下的不同地物的局部梯度方差,以选择最佳的小波分解尺度。然后,通过移动阈值与扩展最小变换,利用多层次标记提取方法标记均质区域。进而,在梯度重建的基础上利用标记分水岭变换得到分割图像。其次,采取空间相邻关系、面积、光谱与纹理等多约束策略,以搜索最小合并代价的方式合并最初分割区域中的邻接区域对。最后,修改细节子图并进行小波逆变换将最初分割结果投影到更高尺度图像,同时处理边界上的像元以保持区域边界直至原始图像。实验结果表明本文方法不仅能够用于高分辨率多光谱遥感图像的分割,而且缓解了过分割问题且取得了较准确的分割效果。 相似文献
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为了提高卫星钟差预报的精度,针对钟差数据中量级较小的误差,提出了一种基于中位数的小波阈值法钟差数据预处理策略。首先,利用小波阈值方法将钟差数据进行分解,得到分解后的高频系数和低频系数。然后,利用中位数法处理各层影响阈值设置的高频系数,通过处理后的高频系数计算阈值,从而提高小波阈值法剔除小异常值的能力。最后,用北斗二号卫星钟差数据进行了验证,结果表明,利用所提方法处理后的钟差数据建模,小波神经网络（wavelet neural network,WNN）模型预报的精度提高约14.1%,预报稳定性提高约19.7%。该方法可以有效剔除钟差历史观测序列中量级较小的误差,改善钟差数据质量,从而提高模型钟差预报的精度。 相似文献