浙江大學理學部導師：張澤銀 正文

　　姓名：張澤銀
　　性別：男
　　所在學院：理學部
　　研究所：應用數(shù)學研究所
　　學歷：博士
　　職稱：教授

　　研究方向：
　　小波分析及其應用,3D圖形圖象生成與處理

　　主要論著：
　　[1]王建衛(wèi),張澤銀,黃達人, 三進制雙正交對稱小波 的設計, 數(shù)學學報, 147(6), 2004.
　　[2]王建衛(wèi)，張澤銀，黃達人, 基于四邊形網(wǎng)格的一種細分方法, 計算機輔助設計與圖形學報, 16, 2004.
　　[3]Zeyin Zhang, Daren Huang, Parameterization of symmetric scaling functions, J. Chinese Univ. Ser. B, 19(1), 2004.
　　[4]Zeyin Zhang, Daren Huang, Parameterization of m band affine frames with pre-assigned scaling filter, J. Comp. Appl. Math., 163, 2004.
　　[5]Wang Jianwei Zhang Zeyin, Frequency optimization approach for designing M-band biorthogonal symmetric wavelets, J. Chinese Univ. Ser. B, 18, 2003.
　　[6]張澤銀, 一類具有對稱性和插值性的緊支撐尺度函數(shù), 數(shù)學學報, 1(1), 2003.
　　[7]Bi Ning, HUang Daren Zhang Zeyin, On parametric factorization of bi-orthogonal Laurent polynomial wavelet filters, Approximation theory and its application, 18(4), 2002.
　　[8]Zeyin Zhang, Construction of bi-orthogonal wavelet matrix with pre-asigned scaling filte, Advances in Mathematics, 31(4), 2002.
　　[9]Zeyin Zhang, On a class of finitely supported scaling functions with properties of interpolation and symmetry, Acta Mathematica Sinica, 17, 2001.
　　[10]Zeyin Zhang Huang Daren, Parameterizations of M-band biorthogonal wavelets, Wavelet analysis and its applications,Springer-Ver, WAA2001(1/2), 2001.
　　[11]Dai Xinrong, Sun Qiyu and Zhang Zeyin, Compactly supported both m and n refinable distributions, East Journal on approximation, 6, 2000.
　　[12]Huang Daren Zhang Zeyin, Asymptotic behavior of Gibbs functions for M band wavelet expansions, Acta Math. Sinica, 15, 1999.
　　[13]Qiyu Sun, Zeyin Zhang, A characterization of compactly supported both m and n refinable distributions, J. Approx. Theory, 99, 1999.
　　[14]Qiyu sun Zeyin Zhang, M band scaling function with filter having vanishing moments two and minimal length, J.Math. anal. Appl., 222, 1998.
　　[15]Sun Qiyu Huang Daren and Zhang Zeyin, Integral representation of M band filters for Daubechies type, Chinese science bulletin, 42, 1997.

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