摘要
The notion of a sort of biorthogonal multiple vector-valued bivariate wavelet packets,which are associated with a quantity dilation matrix,is introduced.The biorthogonality property of the multiple vector-valued wavelet packets in higher dimensions is studied by means of Fourier transform and integral transform biorthogonality formulas concerning these wavelet packets are obtained.
The notion of a sort of biorthogonal multiple vector-valued bivariate wavelet packets, which axe associated with a quantity dilation matrix, is introduced. The biorthogonality property of the multiple vector-valued wavelet packets in higher dimensions is studied by means of Fourier transform and integral transform biorthogonality formulas concerning these wavelet packets are obtained.
基金
Supported by Natural Science Foundation of Henan Province（0511013500）
作者简介
CHEN Shao-dong（1969-）, female, native of Nanyang, Henan, a lecturer of Nanyang Institute of Technology, M.S.D., engaged in mathematics in control, economic research and application.
