Journal Papers:

1. The application of multiwavelet filter banks to signal and image processing,

with P. Heller, G. Strang, P. Topiwala, and  C. Heil, IEEE Trans. on IP 8 (1999) 548-563.
 
2. Construction of multi-scaling functions with approximation and symmetry,

with  G. Plonka, SIAM J. of Math. Anal. 29 (1998) 481-510.
 
3. Multiwavelets: Regularity, orthogonality and symmetry via two-scale similarity transform,

Studies in Appl. Math. 98 (1997) 335-354.
 
4. Pseudo-biorthogonal multiwavelets and finite elements,

with  G. Strang, preprint (1997).
 
5. Approximation by translates of refinable functions,

with  C. Heil, and G. Strang, Numerische Mathematik 73 (1996) 75-94.
 
6. Which circulant preconditioner is better?,

with E. Tyrtyshnikov, Math. of Comp. 65 (1996) 137-150.
 
7. Short wavelets and matrix dilation equations,

with G. Strang, IEEE Trans. on SP 43 (1995) 108-115.
 
8. Orthogonal multiwavelets with vanishing moments,

with  G. Strang , J. Optical Eng. 33 (1994) 2104-2107.
 
9. Exploration of circulant preconditioning properties, Matrix Methods and Algorithms,

IVM RAN, Moscow (1993) 9-46.
 
10. Some generalizations of circulant preconditioners,

with E. Tyrtyshnikov, Matrix Methods and Algorithms, IVM RAN, Moscow (1990) 66-73.

Multiwavelets: Theory and applications,
Ph. D. thesis, MIT (1996).

1. Signal and Image Denoising via Wavelet Thresholding: Orthogonal and Biorthogonal, Scalar and Multiple Wavelet Transforms,

with A. T. Walden , in Nonlinear and Nonstationary Signal Processing, W.F. Fitzgerald, R.L. Smith, A.T. Walden and P.C. Young (eds), Cambridge University Press, (2001).
 
2. Multiwavelet Construction via the Lifting Scheme,

with G. Davis and R. Turcajova  in Wavelet Analysis and Multiresolution Methods, T.-X. He (ed.),
Lecture Notes in Pure and Applied Mathematics, Marcel Dekker, (1999).
Appendix: coefficients of the multifiters constructed in the paper.
 
3. Compactly Supported Refinable Functions with Infinite Masks,

with G. Strang and D.-X. Zhou, in Contemporary Mathematics, L. Baggett and D. Larson (eds.), AMS (1999).
 
4. A note on Construction of biorthogonal multi-scaling functions,

in Contemporary Mathematics, A. Aldroubi and E. B. Lin (eds.), AMS (1998) 149-157.
 
5. From Wavelets to Multiwavelets,

with G. Plonka , in Math. Methods for Curves and Surf. II, M. Dahlem, T. Lyche, L. Shumaker (eds.),
Vanderbilt University Press (1998) 375-399.
 
6. Finite element multiwavelets,

with  G. Strang, in Approximation Theory, Wavelets and Applications, S. P. Singh (ed.),
Kluwer Academic Publ. (1995) 485-496.

1. Adaptive Wiener Denoising using a Gaussian Scale Mixture Model in the Wavelet Domain,

with J. Portilla, E. Simoncelli,  and M. Wainwright, 8th IEEE Int'l Conf on Image Processing.
Thessaloniki, Greece (2001).
 
2. A Simple Algorithm for Surface Denoising,

with J. Peng and D. Zorin,  Proceedings of IEEE Visualization (2001).
 
3. Image denoising using a local Gaussian scale mixture model in the wavelet domain,

with J. Portilla and E. Simoncelli, SPIE Proc. of 45th Annual Meeting, San Diego, CA (2000).
 
4. Denoising via block Wiener filtering in wavelet domain,

Proc. Third European Congress of Mathematics, Progress in Mathematics series, Birkhauser Verlag, Barcelona (2000).
 
5. Orthogonal and biorthogonal multiwavelets for signal denoising and image compression,

with  A. T. Walden , SPIE Proc. 3391 AeroSense 98, Orlando, FL (1998).
 
6. Application of multiwavelets to signal compression and denoising,

with P. Heller, G. Strang, P. Topiwala, and C. Heil, Proc. UK Symposium on Applications of Time-Frequency and Time-Scale Methods, University of Warwick (1995).
 
7. Multiwavelet filter banks for data compression,

with P. Heller, G. Strang, P. Topiwala, C. Heil, and L. Hills, Proc. IEEE ISCAS,
Seattle, WA (1995).

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