Fast Discrete Curvelet Transform 曲波变换 ; 出了快速离散曲波变换 ; 快速离散曲波变换 ; 快速曲波变换
fast Curvelet transform 快速曲波变换
complex Curvelet transform 复数Curvelet变换
Discrete Curvelet Transform 离散曲波变换
2nd generation Curvelet transform 二代Curvelet变换
first generation curvelet transform 第一代Curvelet变换
second generation Curvelet transform 第二代Curvelet变换
The algorithm is based on the second generation of the Curvelet transform which named Curvelet implementation based on frequency domain.
该算法是基于第二代曲波变换而进行的,即基于频域的曲波实现方法。
参考来源 - 基于曲波变换的图像压缩算法研究The theory of curvelet transform is based on the ridgelet transform, To the curve signal’s singularities, the curvelet transform can express them sparsely.
曲波变换是在脊波变换的基础上发展起来的,对具有曲线奇异性的目标,曲波能够对其进行稀疏表示。
参考来源 - 小波理论在图像边缘检测中的应用研究·2,447,543篇论文数据，部分数据来源于NoteExpress
To extract the original features of a image exactly, a new image fusion method based on the curvelet transform is proposed.
考虑将曲波变换引入图像融合能够更好地提取原始图像，对一种新的图像融合方法-曲波变换图像融合法进行了研究。
In this section, the discrete transform ridge redundant wavelet transform, dyadic wavelet transform, curvelet transformation, curvelet transformation have been introduced.
在这一部分分别介绍了冗余变换中的离散脊波变换、二进小波变换、曲波变换、快速曲波变换。
According to signals sparsity by Curvelet transform, the mixed matrix can be estimated with C-means cluster analysis, and the estimated value is looked as initial value of BSS algorithm.
该方法利用Curvelet多尺度几何分析后信号的稀疏性特点，采用了C - means聚类方法寻求混合矩阵估计值，把该估计值作为算法初始值。
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