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a尺度多重双向正交小波包
引用本文:吕军.a尺度多重双向正交小波包[J].新疆师范大学学报(自然科学版),2011,30(4):83-88.
作者姓名:吕军
作者单位:新疆师范大学数学科学学院,新疆乌鲁木齐,830054
基金项目:[基金项目]新疆维吾尔自治区高校科研计划青年教师培育基金
摘    要:多小波由于可以同时拥有许多好的性质,成为研究热点,出于多通道滤波器理论研究的需要,研究a尺度小波成为必需。最近,杨守志教授引入正交双向多分辨分析和正交双向小波的理论。本文在以上研究的基础上,利用向量截断法,建立了a尺度正交多重小波包的理论框架,文章的研究是正交双向小波和正交双向小波包研究的最一般形式的推广。

关 键 词:双向尺度函数  正交  双向多分辨分析  小波包

Orthogonal Two mdirection Multiwavelet Packets with Scale a
Lv Jun.Orthogonal Two mdirection Multiwavelet Packets with Scale a[J].Journal of Xinjiang Normal University(Natural Sciences Edition),2011,30(4):83-88.
Authors:Lv Jun
Institution:Lv Jun(School of Mathematical saence,XinJiang Normal University,Urumqi,Xinjiang,83054)
Abstract:Multiwavelet can passes many good properties simultaneously, so it become the research cen- tre of wavelet theory recently. In order to study the theory of multi--channel filter bank, the study of a scale wavelet is needed. Professor shouzhi Yang introduced the theory of Multifesolution and two--direc- tion Multiresolution and two--direction orthogonal wavelet. Based on the formers ~ study, by the method of the cut--off ofvectors, In this paper , we develop the theory of orthogonal two--direction Multiwavelet packet with scale a. And oyr study is the most generalization of the study in orthogonal two--direction wavelet and orthogonal two--direction wavelet packet.
Keywords:Two-- direction scaling functions  orthogonal  Two-- direction multiresolution analysis
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