WAVELETS WITH VANISHING MOMENTS ON THE HEISENBERG GROUP

YU LIU; LIZHONG PENG

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WAVELETS WITH VANISHING MOMENTS ON THE HEISENBERG GROUP

机译：海森堡群上具有消失时刻的小波

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Discrete vanishing moments and sum rules are established on the Heisenberg group and the relationship between them is investigated in this paper. Also, the compactly supported wavelets with 2 vanishing moments corresponding to the separable filter {a_(m,n)h_l} on the Heisenberg group are constructed by using the theory of discrete vanishing moments and sum rules.

机译：在海森堡群上建立了离散的消失矩和求和规则，并研究了它们之间的关系。而且，利用离散消失矩和求和规则的原理，构造了具有两个消失矩的紧支撑小波，它们对应于海森堡群上的可分离滤波器{a_（m，n）h_1}。

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《International Journal of Wavelets, Multiresolution and Information Processing》 |2010年第1期|共18页
作者
YU LIU; LIZHONG PENG;
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正文语种 eng
中图分类计算技术、计算机技术;
关键词
Heisenberg group; Multiresolution analysis; Wavelets; Filters;

机译：海森堡群;多分辨率分析;小波;滤波器;

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1. WAVELETS WITH VANISHING MOMENTS ON THE HEISENBERG GROUP [J] . YU LIU LIZHONG PENG International Journal of Wavelets, Multiresolution and Information Processing . 2010,第1期

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WAVELETS WITH VANISHING MOMENTS ON THE HEISENBERG GROUP

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