| Abramovich F. & Grinshtein V. (2013).
Estimation of a sparse group of sparse vectors.
|
| Biometrika 100, 355-370.
|
|
| Abramovich F., Pensky M. & Rozenholc, Y. (2013).
Laplace deconvolution with noisy observations.
|
| Electronic Journal of Statistics
7, 1094-1128.
|
|
| Abramovich F. & Grinshtein V. (2013).
Model selection in regression under structural constraints.
|
| Electronic Journal of Statistics
7, 480-498.
|
|
| Abramovich F. & Grinshtein V. (2011).
Model selection in Gaussian regression for high-dimensional data.
|
| Inverse Problems and High Dimensional Estimation
(Eds. Alquier, P., Gautier, E. & Gilles, G.), Lecture Notes in Statistics 203, Springer, 159-170.
|
|
| Abramovich F. & Grinshtein V. (2010).
MAP model selection in Gaussian regression.
|
| Electronic Journal of Statistics
4, 932-949.
|
|
| Abramovich F., Grinshtein V., Petsa, A. & Sapatinas, T. (2010).
On Bayesian testimation and its
application to wavelet thresholding.
|
| Biometrika 97, 181-198.
|
|
| Abramovich F., De Feis I. & Sapatinas T. (2009).
Optimal testing for additivity in multiple
nonparametric regression.
|
| Annals of the Institute of Statistical Mathematics
61, 691-714.
|
|
| Abramovich F., Antoniadis A. & Pensky M. (2007).
Estimation of piecewise-smooth functions by
amalgamated bridge regression splines.
|
| Sankhya 69, 1-27.
|
|
| Abramovich F., Grinshtein V. & Pensky M. (2007).
On optimality of Bayesian testimation in the normal means problem.
|
| Annals of Statistics 35, 2261-2286.
|
|
| Abramovich F., Angelini C. & De Canditiis D. (2007).
Pointwise optimality of Bayesian wavelet estimators.
|
| Annals of the Institute of Statistical Mathematics
59, 425-434.
|
|
| Abramovich F. & Angelini C. (2006).
Bayesian maximum a posteriori multiple
testing procedure.
|
| Sankhya 68, 436-460.
|
|
| Abramovich F. & Angelini C. (2006).
Testing in mixed-effects FANOVA models .
|
| Journal of Statistical Planning and Inference
136, 4326-4348.
|
|
| Abramovich F., Benjamini Y., Donoho D.L. & Johnstone I.M. (2006).
Adapting to unknown sparsity by controlling the False Discovery Rate .
|
| Annals of Statistics 34, 584-653
(a longer version is available at
arXiv).
|
|
| Abramovich F. & Benjamini Y. (2005). False Discovery Rate.
|
| Encyclopedia of Statistical Sciences, 2nd Edition
(Eds. Balakrishnan, Campbell, Kotz and Vidakovic), Wiley,
Volume 4, 2240-2243.
|
|
| Abramovich F. & Heller R. (2005).
Local functional hypothesis testing.
|
| Mathematical Methods of Statistics 14, 253-266.
|
|
| Abramovich F., Antoniadis A., Sapatinas T. & Vidakovic B. (2004).
Optimal testing in a fixed-effects functional
analysis of variance model .
|
| International Journal of Wavelets, Multiresolution and Information Processing
2, 323-349.
|
|
| Abramovich F., Amato U. & Angelini C. (2004).
On optimality of Bayesian wavelet estimators .
|
| Scandinavian Journal of Statistics 31, 217-234.
|
|
| Abramovich F. (2004).
Discussion on the meeting ``Statistical approaches
to inverse problems''.
|
| Journal of the Royal Statistical Society, Ser. B
66, 635-636.
|
|
| Abramovich F., Besbeas P. & Sapatinas T. (2002).
Empirical Bayes approach to block wavelet
function estimation .
|
| Computational Statistics & Data Analysis 39, 435-451.
|
|
| Abramovich F., Sapatinas T. & Silverman B.W. (2000).
Stochastic expansions in an overcomplete wavelet
dictionary .
|
| Probability Theory & Related Fields , 117,
133-144.
|
|
| Abramovich F., Bailey T. & Sapatinas T. (2000).
Wavelet analysis and its statistical
applications.
|
| The Statistician - Journal of the Royal Statistical Society, Ser.
D 49, 1-29.
|
|
| Abramovich F. & Grinshtein V. (1999).
Derivation of equivalent kernel for general spline smoothing: a systematic
approach. .
|
| Bernoulli 5, 359-379.
|
|
| Abramovich F. & Sapatinas T. (1999).
Bayesian approach to wavelet decomposition
and shrinkage .
|
| Bayesian Inference in Wavelet Based Models
(Eds. Muller P. & Vidakovic B.), Lecture Notes in Statistics 141,
Springer, 33-50.
|
|
| Abramovich F., Sapatinas T. & Silverman B.W. (1998).
Wavelet thresholding via a Bayesian approach
.
|
| Journal of the Royal Statistical Society, Ser. B
60, 725-749.
|
|
| Abramovich F. & Silverman B.W. (1998).
Wavelet decomposition approaches to statistical inverse problems.
|
| Biometrika 85, 115-129.
|
|
| Abramovich F. & Bayvel P. (1997).
Some statistical comments on the derivation of BER in amplified optical
communication systems .
|
| IEEE Transactions on Communications
45, 1032-1034.
|
|
| Abramovich F. & Steinberg D.M. (1996).
Improved inference in nonparametric regression using Lk-smoothing splines
.
|
| Journal of Statistical Planning & Inference 49,
327-341.
|
|
| Abramovich F. & Benjamini Y. (1996).
Adaptive thresholding of wavelet coefficients .
|
| Computational Statistics & Data Analysis 22, 351-361
.
|
|
| Abramovich F. & Benjamini Y. (1995).
Thresholding of wavelet coefficients
as multiple hypotheses testing procedure .
|
| Wavelets and Statistics,
(Eds. Antoniadis A. & Oppenheim G.), Lecture Notes in Statistics 103,
Springer-Verlag, 5-14.
|
|
| Abramovich F. (1993).
The asymptotic mean squared error of L-smoothing splines .
|
| Statistics & Probability Letters 18, 179-182.
|
|
| Abramovich F. (1988).
Some remarks on the robustness of LL-type fuzzy linear
algebraic systems .
|
| BUSEFAL 36, 98-105.
|
|
| Abramovich F., Wagenknecht M. & Khurgin Y.I. (1988).
Solution of the LR-type
fuzzy systems of linear algebraic equations .
|
| BUSEFAL 35
, 86-99.
|
