Ali N. Akansu
Department of Electrical & Computer Engineering
New Jersey Institute of Technology
University Heights
Newark, NJ 07102, 

USA
E-mail: akansu@njit.edu 
Signal and Transform Theories, Genes & Signals, Sensor Networks, Signal Processing for Wireless Communications.

Haydar Akca
United Arab Emirates University 
Faculty of Sciences 
Mathematical Sciences Department 
P.O. Box 17551, Al Ain, 

UAE 
E-mail: hakca@uaeu.ac.ae 
Hopfield-type Neural Networks, Non-local Problems, Wavelet-based Algorithms for Solving Difference Equations.

George A. Anastassiou
Department of Mathematical Sciences, 
The University of Memphis,
Memphis,TN 38152,
USA 
Email: ganastss@memphis.edu  
Approximation Theory, Inequalities, Moment Theory, Wavelet and Fuzzy Mathematics.

Kai Bittner
Universit"at Ulm
Abteilung Numerik
89069 Ulm
Germany
E-Mail: kai.bittner@uni-ulm.de 
Wavelets, in particular spline wavelets, Approximation theory, Signal- and image processing.

Tien D. Bui
Dept. of Computer Science
Concordia University
1455 de Maisonneuve Blvd. West
Montreal, Quebec
Canada H3G 1M8
E-mail: bui@cs.concordia.ca 
Wavelet transforms and applications, image processing, pattern recognition and document analysis.

Shuo Chen
571 PRB (6848)
Vanderbilt University 
Nashville, TN, 37232-6848. 
USA
E-mail: shuo.chen@vanderbilt.edu 
Wavelets and splines in biomedical data processing, High-dimensional biomedical data analysis.

Lubomir T. Dechevsky
Faculty of Information, Energy and Space Technology
Narvik University College
2 Lodve Lange’s St.
P.O.B. 385
N-8505 Narvik, Norway
E-Mail: Lubomir.T.Dechevsky@hin.no 
Multivariate approximation, wavelets, splines, functional analysis.

Doug Hardin

Department of Mathematics 
Vanderbilt University 
USA 
E-mail: doug.hardin@vanderbilt.edu 

Fritz Keinert
Department of Mathematics
Iowa State University
464 Carver Hall
Ames, IA 50011
USA
E-mail: keinert@iastate.edu 
Multiwavelets and Multivariate wavelets.

Hong Oh Kim
Division of Applied Mathematics
KAIST
373-1 Guseong-Dong, Yuseong-Gu
Daejeon, KOREA
E-mail: hkim@amath.kaist.ac.kr 
Wavelets, frames.

Andreas Klappenecker
Department of Computer Science
Texas A&M University
College Station, TX 77843-3112
USA
E-mail: klappi@cs.tamu.edu 
Multirate filter banks, wavelets and subbands, quantum wavelet transforms.

Dr. Gitta Kutyniok
Program in Applied and Computational Mathematics
Princeton University
Princeton, NJ 08544
USA
E-mail: kutyniok@math.princeton.edu 
Wavelet Analysis, Multiscale Geometric Analysis, Time-Frequency Analysis, Frame Theory, Signal- and Image Processing, and Approximation Theory.

Ching-Chung Li
Department of Electrical and Computer Engineering
University of Pittsburgh
Pittsburgh, PA 15261
USA
E-mail: ccl@engr.pitt.edu 
Applications of wavelet/multiwavelet transforms to image fusion, image/video compression, superresolution, and biomedical pattern recognition.

Jian-ao Lian
Department of Mathematics
Prairie View A&M University
P. O. Box 519-Mailstop 2225
Prairie View, TX 77433-0519 
USA
E-mail: unurbs@yahoo.com  
Wavelets and their applications, signal and image processing, computer-aided geometric design, splines.

En-Bing Lin
Department of Mathematics
University of Toledo
Toledo, OH 43606
USA
E-mail: ELIN@utnet.utoledo.edu 
Wavelet Transforms, Data Analysis, Partial Differential Equations, Signal and Image Processing, Approximation Theory, Integral Equations.

Paul C. Liu
NOAA Great Lakes Environmental Research Laboratory, 
Ann Arbor, Michigan 48105, USA
E-mail: Paul.C.Liu@noaa.gov 
Area of Research / Interest: Continuous wavelet transform analysis and applications, wavelet spectrum analysis and applications, time-frequency data analysis and applications.

Mani Mehra
Department of Mathematics & Statistics
McMaster University
1280 Main Street West
Hamilton, Ontario, Canada
E-mail: mmehra@math.mcmaster.ca 
Wavelets in Numerical Analysis, Wavelets in Partial Differential Equations, Error Estimates.

R. S. Pathak

Department of Mathematics

Banaras Hindu University

Varanasi, India

E-mail: ramshankarpathak@yahoo.co.in

Analysis, Wavelet Transforms, Integral transforms of functions and generalized functions, Theory of Schwartz distributions and generalized functions

Juergen Prestin
Institut fuer Mathematik
Universitaet zu Luebeck
Wallstrasse 40
D-23560 Luebeck, Germany
E-mail: prestin@math.uni-luebeck.de 
Approximation theory, Fourier analysis, time-frequency analysis, wavelets, frames.

Zuowei Shen
Department of Mathematics
National University of Singapore
2, Science Drive 2
Singapore 117543
E-mail: matzuows@nus.edu.sg 
Time frequency analysis.

Ioannis G. Stratis
Department of Mathematics,
University of Athens,
Panepistimiopolis,
GR 15784 Zographou, Athens,
Greece
E-mail: istratis@math.uoa.gr 
Partial Differential Equations, Stochastic Differential Equations, Integral Equations, Wave Propagation & Scattering in Linear and Nonlinear Media.

Rémi Vaillancourt
Department of Mathematics and Statistics, University of Ottawa,
585 av. King Edward,

Ottawa Ontario

Canada, K1N 6N5
E-mail: remi@uottawa.ca

singular value decomposition (SVD) multiresolution analysis, weighted truncated SVD, and neural networks with multiwavelets.

Wen-Liang Hwang
Institute of Information Science, 
Academia Sinica, Taipei, 
Taiwan, P.R. China
Email: whwang@iis.sinica.edu.tw
Wavelet Applications including signal, image, and video processing.

Yuan F. Zheng
Department of Electrical and Computer Engineering
The Ohio State University
2015 Neil Avenue
Columbus, Ohio 43210, USA
E-mail: zheng@ece.osu.edu 
Wavelet transform, video compression, video object tracking, SVM for object classification and recognition.