中文
Published date:2014-04-05    Provided by:数学系


Personal Information

l  Name:: Zhao Ping

l  Sex:: Man

l  Tel: 010-51682052-217

l  E-mail: pingzhao@bjtu.edu.cn

l  Present Address:  School of Science, Beijing Jiaotong University,

No 3. Shangyuancun, Haidian District, Beijing, P.R.China, 100044

Education

Professor Zhao Ping received Ph.D. degree in School of Electronic and Information Engineering, Xi’an Jiaotong University in 2005. Professor Zhao Ping spent one year as a visiting scholar in Department of Mathematics and Computer Science, University of Missouri-St. Louis from February 2013 to February 2014.

Research Interests

Probability & Statistics; Computational Harmonic Analysis; Wavelets; Signal Processing.

Funding

2010.1-2012.12, National Nature Science Foundation, from China.

Major Publications

1        Z Lin, P Zhao, X Zheng, Hilbert Transform Pairs of Tight Frame Wavelets with Integer Dilation Factor, Circuits, Systems, and Signal Processing, 2014, Accept.

2        Z Lin, P Zhao, Symmetric Tight Frame Wavelets Design Based on Taylor SeriesJournal of Computational Information Systems2014vol. 10, No.7. 1-8.

3        P Zhao, C ZhaoThree-channel Symmetric Tight Frame Wavelet Design Method, Information Technology Journal, 2013, vol. 12, No.4, 623- 631.

4        P Zhao, C ZhaoFour-Channel Tight Wavelet Frames Design Using Bernstein Polynomial, Circuits, Systems, and Signal Processing, 2012, vol. 31, No.5, 1847- 1861.

5        P Zhao, Z Shang, C Zhao, Image Denoising Based on Gaussian and Non-Gaussian AssumptionInternational Journal of Wavelets, Multiresolution and Information Processing, 2012; vol. 10 No.2 1-11.

6        P Zhao, Parametric Unbiased Estimate and their Distribution Function about Uniform Distribution, College Mathematics, 2011,vol.27,No.6,145-149.

7        P Zhao, L Fu, S Zhao, etc. , Probability and Mathematical Statistics, Science Press, 2010.

8        P Zhao,C Zhao, Z Shang, Image denoising based on non-based estimator of local variance for complex wavelet coefficients, Journal of image and graphics,2008, vol.13, No.1 ,14-18.

9        P Zhao,Z Shang, Texture image retrieval based on statistical characteristic of dyadic wavelet transform, Computer engineering, 2007,vol.33, No.20 ,210-213

10    P Zhao, Z Shang, X Feng, Texture image retrieval based on statistical model and KL distance, Microelectronics & computer, 2007, vol.24,No.11, 49-53

11    P Zhao, C Zhao, Peter G. Casazza, Perturbation of Regular Sampling in Shift-Invariant Spaces for Frames, IEEE Trans. Information Theory, 2006, vol. 52, No.10, 4643-4648.

12    C Zhao, P Zhao, M Wang, Optimal Harvesting for Nonlinear Age-Dependent Population DynamicsMathematical and Computer Modelling2006, vol. 43, No.2310-319.

13    C Zhao, P Zhao, Sampling Theorem and Irregular Sampling Theorem for Multiwavelet Subspaces, IEEE Transactions on Signal Processing, 2005, vol. 53, No. 2, 705-713.

14    C Zhao, M Wang, P Zhao, Optimal Control of Harvesting for Age-Dependent Predator-Prey System, Mathematical and Computer Modelling2005, vol.42, No.2,573-584.

15    C Zhao, M Wang, P Zhao, Optimal Harvesting Problems for Age-Dependent Interacting Species with Diffusion, Applied Mathematics and Computation2005, vol.163, No.1:117-129.

16    C Zhao, M Wang, P ZhaoThe Well Posedness and the Optimal Harvesting Problem for a Class of Population Dynamics, J.Sys.Sci. Math.Scis.2005, vol.25, No.1, 1-12.

17    Z Shang, M Zhang, P ZhaoJ ShenDifferent Complex Wavelet Transforms for Texture Retrieval and Similarity, Journal of Computer Research and Development2005, vol.42, No.10, 1746-1751.

18    P Zhao, G Liu, C Zhao, A Matrix Valued Wavelet KL-like Expansion for Wide-sense Stationary Random Processes, IEEE Transactions on Signal Processing, vol.52, No.4914-9202004

19    P Zhao, G Liu, C Zhao, Frames and Sampling Theorems for Translation-Invariant Subspaces, IEEE Signal Processing Letters, vol.11, No.1, 8-11, 2004.

20    P Zhao, G Liu, C Zhao,Density estimation in the presence of noise based on Riesz basisACTA electronic sinica, 2004, vol.32No.10, 1666-1670.

21    C Zhao, M Wang, P Zhao, Optimal Control Problems for Semilinear Non-Well-Posed Parabolic Differential Equations,  Journal of Mathematical Analysis and Applications 2004, vol.300, No. 2, 375-386.

22    C Zhao, M Wang, Z He, P ZhaoWell Posedness and Optimal Control Problems for a Class of Periodic Population Dynamics, Matnematica Applicata2004, vol.17, No.4, 551-556.

23    P Zhao, G Liu, C Zhao, A generalization of frame perturbations in Hilbert subspaces and its application to wavelet subspaces, Science in China(Series F), 2003, vol.46No.2,151-159

24    W Li, P Zhao, A Study on Minimum-energy Vector-valued Wavelets Tight FramesInternational Conference on Information Science and Technology,2012-3.436-440

25    J Zhao, P Zhao, A study of M-band periodic wavelet frames using extension principles, International Conference on Wavelet Analysis and Pattern Recognition, 2011-7, 219 - 223.

26    Y Yuan, P Zhao, A study of M-band minimum-energy frames on the interval, International Conference on Information Science and Technology, 2011-3, 619 - 622 .

27    H Li, P Zhao, Construction of Symmetric Orthonormal Multiwavelets, International Conference on Wavelet Analysis and Pattern Recognition 2010, 309-313

28    Q Liang, P Zhao, Minimum-energy Multi-wavelets Tight Frames Associated With Two Scaling Functions, International Conference on Machine Learning and Cybernetics 2010, vol.1,97-101.

29    P Zhao, C Zhao, Z Shang, Spatially adaptive image denoising based on complex wavelet coefficients, 8Th international conference on signal processing, 2006, vol.2, 1127-1130.


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