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1)  Daubechies-4 wavelet
Daubechies-4小波
2)  quantum Daubechies-D(4) transform algorithm
量子Daubechies-D(4)小波变换
3)  Daubechies wavelet
Daubechies小波
1.
δ-sequence approach to two-point boundary value problem using Daubechies wavelets;
两点边值问题Daubechies小波δ-序列数值解法
2.
Delta-sequence approach to solving PDE based on Daubechies wavelets;
Daubechies小波的δ-序列数值求解PDE
3.
Detection of the fundamental frequency based on Daubechies wavelet transform;
基于Daubechies小波的基音检测
4)  Daubechies wavelets
daubechies小波
1.
A new finite element space is studied, in which the scaling functions of Daubechies wavelets are considered as the interpolation basis funcitions, then the wavelet finite element (WFE) is constructed.
利用小波的两尺度方程,很好地解决了因Daubechies小波尺度函数无明确解析表达式造成的积分困难,推导出了小波有限元常用刚度矩阵及载荷列阵积分公式,并给出了小波有限元用于薄板弯曲的分析列式。
2.
Both the Daubechies wavelets and Symlets wavelets which are widely applied in engineering are not symmetric.
在工程中广泛使用的Daubechies小波和Symmlet小波都不是对称小波,作者使用的对称小波构造方法是一种通用的方法,并就Db4和Sym4小波构造了对称小波,构造出的对称小波的计算量是原先小波的一半,提高计算速度。
3.
In order to demonstrate the analysis error of Daubechies wavelet in signal processing, different compact support Daubechies wavelets were u.
但由于在采用多大紧支集的Daubechies小波时具有一定的随意性, 对相同的信号,应用不同紧支集的Daubechies小波可能会得到不同的结果。
5)  Daubechies complex wavelets
Daubechies复小波
6)  Daubechies wavelet packet
Daubechies小波包
1.
B-spline wavelet is symmetric and anti-symmetric, its filter has characteristics of linear phase or generalized linear phase, so it can prevent distortion, Emulation shows that semi-orthogonal wavelet packet is more effective than Daubechies wavelet packet to decompose and re.
B-样条小波是对称的或反对称的小波 ,基于它的滤波器具有线性相位或广义线性相位 ,因而可避免信号相位失真 ,实验结果表明半正交小波包对故障信号的分解、压缩、重构比 Daubechies小波包效果明显。
补充资料:阿波波地狱
【阿波波地狱】
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