1 De Vore, R, Jawerth, B, Lucier, BJ. Image compression through wavelet transform coding. IEEE Trans Inf Theory 1992, 38:719–746.
2 Donoho, D, Johnstone, I, Kerkyacharian, G. Wavelet shrinkage: Asymptotia? J R Stat Soc [Ser B] 1995, 57:301–369.
3 Daubechies, I. Ten Lectures on Wavelets, CBMS‐NSF Regional Conference Series in Applied Mathematics. 3600 University City Science Center, Philadelphia, PA 19104‐2688: Society for Industrial and Applied Mathematics; 1992.
4 Vidakovic, B. Statistical Modeling by Wavelets. New York: John Wiley and Sons, Inc.
5 Efromovich, S. Nonparametric Curve Estimation. New York: Springer‐Verlag
6 Vidakovic, B. Nonlinear wavelet shrinkage with Bayes rules and Bayes factors. J Am Stat Assoc 1998, 93:173–179.
7 Chipman, H, Kolaczyk, E, McCulloch, R. Adaptive Bayesian wavelet shrinkage. J Am Stat Assoc 1997, 92:1413–1421.
8 Clyde, M, Parmigiani, G, Vidakovic, B. Multiple shrinkage and subset selection in wavelets. Biometrika 1998, 85:391–402.
9 Clyde, M, George, E. Flexible empirical Bayes estimation for wavelets. J R Stat Soc [Ser B] 2000, 62:681–698.
10 Huerta, G. Multivariate Bayes wavelet shrinkage and applications. J Appl Stat 2005, 32:529–542.
11 Angelini, C, Vidakovic, B. Gamma‐minimax wavelet shrinkage: a robust incorporation of information about energy of a signal in denoising applications. Stat Sin 2004, 14:103–125.
12 Vannucci, M, Corradi, F. Covariance structure on wavelet coefficients: Theory and models in a Bayesian perspective. J R Stat Soc [Ser B] 1999, 61:971–986.
13 Mueller, P, Vidakovic, B. Bayesian inference with wavelets: density estimation. J Comput Graph Stat 1995, 7:456–468.