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1)  Bandlimited Wavelet
带限小波
2)  Frequency limited orthogonal wavelet
带限正交小波
3)  infinitesimal wave
无限小波
4)  multi-band wavelet
多带小波
1.
In this paper,we consider the factorization of polyphase matrix of a class of orthogonal symmetric multi-band wavelet filter banks,and construct a class of filter bank with freedom parameter.
本文考滤了一类多带正交对称小波滤波器对应多相矩阵分解结构,系统地构造了一类具有自由参数多带小波滤波器簇,以4带小波为例得到了用参数角表示的一类正交对称滤波器序列。
5)  M-band wavelet
M带小波
1.
M-band wavelet is used to approximate the projection relationship between the scale spaces, and system model that satisfies Kalman filter condition is built.
用M带小波变换来拟合状态在各尺度空间的投影关系,建立了满足标准卡尔曼滤波条件的系统模型。
2.
M-band wavelet transform is a direct generalization of standard 2-band wavelet transform and has been widely applied in signal processing due to its capabilities of analyzing high frequency signals with relatively narrow bandwidth and giving better energy compaction.
M带小波变换是标准二带小波变换的自然推广,能够分析具有相对窄带的高频信号,而且能更好的集中信号能量,因此在信号处理中应用广泛。
3.
Compared with current researches on M-band wavelet,the design method holds all the merits from lifting scheme,such as fast speed,calculation simpl.
与目前对M带小波的研究相比较,采用提升格式得到的M带自适应小波既保持了提升方法的快速、简单及可直接在时(空)域上运算的特点,又具有根据实际问题设计出优化小波的优势。
6)  M-band wavelets
M带小波
1.
Due to the advantages in theory and applications, M-band waveletshave received considerable attention in recent years.
由于性质优良的小波在实际应用中的需要,近年来,对于M带小波的研究非常流行。
补充资料:限带
1.阻隔围绕。
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