RESEARCH, PUBLICATIONS, AND STUDENTS

• CURRENT RESEARCH INTERESTS: My research interests are in approximation theory. The recent work has been on multivariate approximation, most notably approximation and interpolation by box splines, radial basis functions, wavelets and multi-wavelets in shift invariant spaces. This often has involved the construction of suitable wavelet or multiple-wavelet bases that have desirable properties. 
• PUBLICATIONS
• Research Papers
• Books and Edited Proceedings
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• Ph.D. AND M.Sc. STUDENTS
• N. Sivakumar, Ph.D. (U Alberta) 1990
  Associate Professor, Texas A&M University
• Thesis Title: Studies in Box Splines
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• Zuowei Shen M.Sc. 1988, Ph.D. (U Alberta) 1991
  Distinguished Professor, and Director of the Center for Wavelets Approximation and Information Processing, National University of Singapore
• M.Sc. Thesis Title: Birkhoff Interpolation by Chebyshevian Splines
• Ph.D. Thesis Title: Two Studies on Functions of Several Variables
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• Hala M. El-Minawi, M.Sc. 1993
• M.Sc. Thesis Project: Cardinal Spline Interpolation on the Lattice $Z^s$
• Y. "Wendy" Wei, M.Sc. 1995
• M.Sc. Thesis Project: C-Code Implementation of RS-interpolation on Rectangular Domains
• Shuzhan Xu, Ph.D. (U Alberta) 1995 (co-supervised with Y-P Lin)
  Philips, Hong Kong
• Thesis Title: Continuous and Discrete Wavelet Transforms and Finite Difference Methods for Parabolic Equations
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• Muhammad Aslam, Ph.D. (WVU) 2006
  Assistant Professor, Lock Haven University of Pennsylvania
• Thesis Title: Some New Methods for Image Compression
• Daniel Van Vliet, Ph.D. (WVU) 2007
  Postdoctoral Fellow, Syracuse University
• Thesis Title: Nonlinear Approximation Using Blaschke Polynomials 
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Last modified: Monday 11 May 2009