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Mathematics

 

 

Professor Lihong Cui

Office: Room 424, Administration Building

Beijing University of Chemical Technology

Tel: 010-64430220

Fax: 010-64430220

E-mail: cuilh@mail.buct.edu.cn; lhongcui@163.com

Web page: http://sci.buct.edu.cn/szdw/jsml/sxx1/55976.htm

Education

 

2001.2-2004.4

 Xian Jiaotong University,

Ph.D

1996.9-1999.6

 ZhengZhou University

M.S.

1982.7-1986.6

Henan Normal Universit

B.S.

 

 

 

Research Experience

 

2011.12- Now

2008.12-2011.12004.4-2008.12

Beijing University of Chemical Technology

Beijing University of Chemical Technology

Beijing University of Chemical Technology

Professor

Professor

Associate professor

 

2016.1-2016.9  

Georgia Institute of Technolog

Visiting scholar

 

1986.7-2001.2  

Henan University of Technology

Lecture—

associate professor

 

Research Interests:

 

Ø Wavelet Analysis and its Applications

Ø Signal and Image Processing

ØSparse representation and approximation theory

Publications

 

(1) Cui L H, Li W G, Adaptive Multiwavelet-Based Watermarking Through JPW masking, IEEE Trans on Image Processing, 2011,20(4):1047-1060.

(2) Lihong Cui, Weixing Wang, Odd-length Armlets with Flipping Property and Its Application in Image Compression, Expert Systems with Applications, 2009, 36(6): 10025—10029.

(3) Lihong CuiBuolanZhaiExistence and design of biorthogonal matrix-valued waveletsNonlinear Analysis Real World Applications, 2009, 10(5): 2679—2687.

(4) Lihong Cui, Ruixue Cong, Construction for a class of interpolation multiscaling functions with dilation factor , Computers and Mathematics with Applications, 2008, 56(11): 2948—2956.

(5)Lihong Cui, Tongbin, Zhang, M-Band orthogonal vector-valued multiwavelets for vector-valued signalsJournal of Applied Mathematics and Computing, 2008, 28 (1-2), 165—184

(6) Lihong Cui, Weixing Wang, Jiming Zhang, On a family of biorthogonal armlets with prescribed properties, Applied Mathematics and Computation, 2007, 193 (1): 36—65.

(7) Lihong Cui, Some properties and construction of multiwavelets related to different symmetric centers , Mathematics and Computers in Simulation, 2005, 70 ( 2 ): 69—89.

(8) Lihong Cui, Zhengxing Cheng, A Method of Construction for Biorthogonal Multiwavelets System with 2rMultiplicity. Applied Mathematics and Computation, 2005, 167(2): 901—908.

(9) Lihong Cui, Qixiang Yang, On the generalized Morrey spaces, Siberian Mathematical Journal,  2005 46 (1): 133—141.

(10) Lihong Cui, Zhengxing Cheng, An algorithm for constructing symmetric orthogonal multiwavelets by matrix symmetric extension,  Applied Mathematics and Computation, 2004, 149 (1): 227—243.

(11) J Sun, B Huang, X Chen, and L Cui, Symmetry feature and construction for the 3-band tight framelets with prescribed properties, J. Appl. Math., 2012, 20 p.

(12) J Sun, Y Huang, S Sun, L Cui,. Parameterizations of masks for 3-band tight wavelet frames by symmetric extension of polyphase matrix, Applied Mathematics & Computation,  2013, 225(13):461-474 .

(13) L Cui, Z Wang, Y Cen, X Li  and J Sun, An Extension of the Interscale SURE-LET Approach for Image Denoising, International Journal of Advanced Robotic Systems, 2014,11:9. doi: 10.5772-57294.

(14) J Sun, W. Wang, Li. Zhao, L CuiBiorthogonal balanced multiwavelets with high armlets order and their application in image denoisingMath. Comput. Simul., 2015, Vol.111, 48–62.

(15) Y Cen, R Zhao,Z Miao,L Cen, L Cui, A new approach of conditions on δ2s (Φ) fors-sparse recovery, Science China Information Sciences, April 2014,Vol. 57,Issue 4,pp 1-7,Date: 24 Jun 2013.

(16) Y Cen, F Wang, R Zhao, L Cui, L Cen, Z Miao, and YM Cen, Tree-Based Backtracking Orthogonal Matching Pursuit for Sparse Signal Reconstruction, Journal of Applied Mathematics, Vol. 2013, Article ID 864132, 8 pages.

 

 

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