American Journal of Signal Processing

American Journal of Signal Processing publishes articles on signal processing research and applications. It covers aspects from fundamental principles to practical implementation, intending to bring up-to-date, emerging and active technical developments, issues, and events to the research, educational, and professional communities.


Zhihua Zhang

Editorial Board Member of American Journal of Signal Processing

Professor, College of Global Change and Earth System Sciences(GCESS), China

Research Areas

Wavelet Analysis, Signal Processing, Scientific Computing, Climate Change, Polar environment Image Analysis, Astronomical Image Analysis

Education

2007Ph.DApplied Mathematics, University of California at Davis, USA
2004MSComputational Mathematics, Chinese Academy of Sciences, China
2001BSMathematics, Shandong University, China

Experience

2010-presentTenured Full Research Professor and Senior Scientist at the College of Global Change and Earth System Sciences, Beijing Normal University, Beijing, China
2007-2009Postdoc & Lecturer, University of California, USA

Academic Achievement

Chinese Government Award for Outstanding Students Abroad, 2007
Alice Leung Scholarship, Dept. of Math., Univ. of California at Davis, 2005
Gorge and Dorothy Zolk Fellowship, Univ. of California at Davis, 2006
Block Grant Fellowship, Univ. of California at Davis, 2005
Wakeham Fellowship, Univ. of California at Davis, 2004
Presidential Excellence Award of Chinese Academy of Sciences, 2003
Presidential Excellence Fellowship of Academy of Mathematics and System Sciences, Chinese Academy of Sciences, 2003
Liu Yongling Prize of Chinese Academy of Sciences, 2002
Distinguished B.S.Thesis of Shandong Province, 2002
Distinguished Undergraduate of Shandong Province, 2001
Prize of Chinese Academy of Sciences, 2000

Publications: Conferences/Workshops/Symposiums/Journals/Books

[1]  Z.Zhang and N.Saito, Ring-like structures of frequency domains of wavelets, Appl. Comput. Harmon. Anal., accepted, 2009.
[2]  Z.Zhang, A New Method of Constructions of Non-tensor Product Wavelets, Acta Appl.Math., published online, 2009
[3]  N. Saito and Z. Zhang, On an Efficient Sparse Representation of Objects of General Shape via continuous extension and wavelet approximation, Int. J. Wavelets, Multiresolut. Inf. Process., accepted, 2009.
[4]  Z. Zhang, Convergence of Periodic Wavelet Frame Series and Gibbs Phenomenon. Rocky Mountain J. Math., 39:4, 2009
[5]  Z. Zhang, Local Analysis, Cardinality, and Split Trick of Quasi-biorthogonal Frame Wavelets, Acta Math. Sin., accepted, 2009.
[6]  Z. Zhang and N. Saito, Constructions of Periodic Wavelet Frames Using Extension Principles, Appl. Comput. Harmon. Anal., 27:1, 2009.
[7]  Z. Zhang, Supports of Fourier Transforms of Scaling Functions, Appl. Comput. Harmon. Anal., 22:2, 2007. Remark. ScienceDirect indicated that this paper ranked first in the top 25 hottest articles of Appl. Comput. Harmon. Anal. in Jan.-Mar. 2007
[8]  Z. Zhang, Measures, Densities and Diameters of Frequency Bands of Scaling Functions and Wavelets. J. Approx. Theory, 148:2, 2007.
[9]  Z. Zhang, Continuity of Fourier Transforms of Band-limited Wavelets, J. Comput. Anal. Appl., 9:4, 2007.
[10]  Z. Zhang, A Pair of Quasi-biorthogonal Frame Wavelets, Acta. Math. Sin. (A), 51:1, 2008.
[11]  Z. Zhang and N. Saito, An Approximation Formula in Hilbert Space, in Recent Advances in Computational Sciences, P. Jorgensen, X. Shen, C-W Shu, and N. Yan, ed., World Scientific, 218-228, Aug. 2008.
[12]  Z. Zhang and N. Saito, High Dimensional Data Compression via PHLCT, in Wavelets XII, D. Van De Ville, V. K. Goyal, and M. Papadakis, eds., Proc. SPIE 6701, 2007.
[13]  Z. Zhang, Convergence of Weyl-Heisenberg Frame Series, Indian J. Pure Appl. Math, 39:2, 2008.
[14]  Z. Zhang, Pointwise Convergence and Uniform Convergence of Wavelet Frame Series, Acta. Math. Sin., (Engl. Ser.), 22:3, 2006.
[15]  Z. Zhang, A Characterization of Generalized Frame MRAs Deriving Orthonormal Wavelets, Acta. Math. Sin. (Engl. Ser.), 22:4, 2006.
[16]  Z. Zhang, Periodic Wavelet Frames, Adv. Comput. Math. 22:2, 2005.
[17]  Z. Zhang, L. Mu, and P. Zhang, Construction of p-band Frame Wavelet Consisting of the Fewest Functions, Indian J. Pure Appl. Math. 36:5, 2005.
[18]  Z. Zhang, Characterization of Compact Support of Fourier Transform for Orthonormal Wavelet, Acta. Math. Sin. (Engl. Ser.) 21:4, 2005.
[19]  L. Mu, Z. Zhang, and P. Zhang, On the Higher-dimensional Wavelet Frames, Appl. Comput. Harmon. Anal, 16:1, 2004. Remark. ScienceDirect indicated that this paper ranked second in the top 26 hottest articles of Appl. Comput. Harmon. Anal. in Jan.-Aug. 2004
[20]  Z. Zhang, L. Mu, and P. Zhang, An Improvement of Papadakis' Theorem, Progr. Natur. Sci., 14:5, 2004.
[21]  Z. Zhang, Generalized Dyadic Wavelet and Signal Processing, Math. Econ, 21:2, 2004.
[22]  L. Mu, Z. Zhang, and P. Zhang, An Extension of Papadakis' Theorem, Mu'tah J., 19:3, 2004.
[23]  Z. Zhang, Wavelet Analysis in Sobolev Space of Periodic Distributions, Approx. Theory Appl., 18:3, 2002.
[24]  Z. Zhang, On a New Kind of Inversion Formula for the Wavelet Transform, J. Math. Study, 35:3, 2002.
[25]  Z. Zhang, Parseval-type Equality of Dyadic Wavelet and its Extension, Guangxi Sci., 9:1, 2002.
[26]  Z. Zhang, A Reconstruction Formula Based on a New Kind of Half-discrete Wavelet Transform, Math. Econ, 18:1, 2001.
[27]  Z. Zhang, Generalization of Meyer Wavelet, Guangxi Sci., 7:4, 2000.
[28]  Z. Zhang, Generalized Periodic Wavelet and Half-discrete Wavelet Transform, Distinguished B.S.Thesis Award of Shandong Province, 2002.