Articles

  1. Golubev, Yu. On Universal Oracle Inequalities Related to High Dimensional Linear Models. Annals of Statistics (2010), to appear.

  2. Golubev, Yu. On oracle inequalities related to hight linear models. IMA Proceedings. "Topics in stochastic analysis and nonparametric estimation" Chow P.-L., Mordukhovich B. and Yin, G. (eds.) Springer-Verlag (2007), 105-122.

  3. El Haje, F., Golubev, Yu., Liardet, P.-Y., Teglia, Ya. On statistical testing of random numbers generators. In Security and Criptography for Networks. De Prisco and Yung (eds.) Springer-Verlag Berlin Heidelberg (2006), 271-287.

  4. Cavalier, L. and Golubev, Yu. Risk hull method and regularization by projections of ill-posed inverse problems. Ann. of Stat. (2006) Vol. 34, No. 4. 1653--1677.

  5. Dalalyan, A., Golubev, Yu. and Tsybakov, A. Bayesian maximumlikelihood and semiparametric second order efficiency. Ann. Statist. (2006), Vol. 34, No. 1, 169-201.

  6. Cao, Y., Golubev, Yu. On oracle inequalities related to smoothing splines. Math. Methods of Stat. (2006), 15, no. 4, 398--414.

  7. Cao, Y., Golubev, Yu. On oracle inequalities related to a polynomial fitting. Math. Methods of Stat. (2005), 14, No. 4, 431--450.

  8. Golubev, Yu. and Levit, B. An oracle approach to adaptive estimation of linear functionals in a Gaussian model. Math. Methods of Stat. (2004). No. 4.

  9. Golubev, Yu. The method of risk envelopes in estimation of linear functionals. Probl. Inform. Transm. (2004). 40, no. 1, 58-72.

  10. Golubev, Yu. The principle of penalized empirical risk in severely ill-posed problems. Probab. Theory and Relat. Fields. (2004), 130, 18-38.

  11. Golubev G. On a method of the empirical risk minimization. Probl. Inform. Transm. (2004), no. 2, 21-32.

  12. Cavalier L., Golubev Y., Lepski O., Tsybakov A. Block thresholding and sharp adaptive estimation in severely ill-posed inverse problems. Theory Probab. and its Appl. (2004), 48, 534-556.

  13. Golubev, G. and Levit B. Sequential recovery of analytic periodic edges in binary image model. Math. Methods of Stat. (2003) 12, No. 1, 95-115.

  14. Cavalier L., Golubev G., Picard, D., Tsybakov B. Oracle inequalities for inverse problems. Annals of Stat. (2002), 30, No. 3, 843--874.

  15. Golubev G. and Hardle W. On adaptive smoothing in partial linear models. Math. Methods of Stat. (2002), 11, No. 1, 98-117.

  16. Golubev G. Reconstruction of sparse vectors in white Gaussian noise. Problems of Inform. Transm. (2002), 38, No. 1, 75-91.

  17. Golubev G., Lepski O., and Levit B. On adaptive estimation for the sup-norm losses. Math. Methods of Stat. (2001), 10, no. 1, 23-37.
  18. Golubev G. and Enikeeva F. On estimation of a fractional derivative. Theory Probab. and its Applications. (2001), 46, No. 4, 658-677.
  19. Golubev G. and Enikeeva F. Asymptotically efficient smoothing in the Wicksell problem with the square losses. Probl. Inform. Transm. (2001), 37, No. 1, 28-51.
  20. Golubev G. and Khasminskii R. A Statistical Approach to the Cauchy Problem for the Laplace Equation. State of the art in probability and statistics, IMS Lecture notes. (2001), 86, 419-433 .
  21. Golubev, G. and Hardle, W. On the second order minimax estimation in partial linear models. Math. Methods of Stat. (2000), 2, 160-175.
  22. Boiko, L. and Golubev, G. How to improve the Splus density estimator. Probl. Inform. Transm. (2000), 36, No. 4.
  23. Golubev, G. Filtering of a hidden Markov chain with square losses. Probl. Inform. Transm. (2000), 36, no. 3, 22-28.
  24. Golubev, G. and Khasminski, R. Asymptotic optimal filtering for a hidden Markov model. Math. Methods Statist. (1998) No. 2, 192-209.
  25. Klinke, S., Golubev, G. Hardle, W., and Neuman, M. Teaching wavelets in XploRe. Computational Statistics. (1998), 1, 156-164.
  26. Golubev, G., Levit, B., and Tsybakov, A. Asymptotically efficient estimation of analytic functions in Gaussian noise. Bernoulli (1996), 2, 167-181.
  27. Golubev, G. and Levit B. Distribution function estimation: adaptive smoothing. Math. Methods Statist. (1996), 5, 383-403.
  28. Golubev, G. and Levit B. On the second order minimax estimation of distribution function. Math. Methods Statist. (1996), 5, 1-31.
  29. Golubev, G. and Levit B. Asymptotically efficient estimation for analytic distributions. Math. Methods Statist. (1996), 5, 357-368.
  30. Golubev, G. Nonparametric estimation of a smooth spectral densities of Gaussian processes. Theory Probab. Appl. (1993), 4.
  31. Golubev, G. Non-parametric estimation of smooth probability densities. Probl. Inform. Transm. (1992), 1, 52-62.
  32. Golubev, G. Quasi--linear filtering of Gaussian processes. Probab. Theory Appl. (1991), 4, 764-770.
  33. Golubev, G. Sequential design in nonparametric estimation of smooth regression functions. Probl. Inform. Transm. (1990), 3, 85-88.
  34. Golubev, G. and Nussbaum, M. An adaptive spline estimates in nonparametric regression model. Theory of Probab. Appl. (1992), 3, 553-560.
  35. Golubev, G. LAN in non-parametric functional estimation and lower bounds for square risks. Theory of Probab. Appl. (1991), 1, 143-149.
  36. Golubev, G. and Khasminskii, R. Discussion of Multivariate adaptive regression splines by J. Friedman. Annals Statistics, (1991) 19, no. 1, 91-92.
  37. Golubev, G. Quasi-linear signal estimation. Probl. Inform. Transm. (1990), 1, 19-24.
  38. Golubev, G. and Nussbaum, M. Non-parametric estimation of regression functions. Probl. Inform. Transm. (1990), 3, 38- 49.
  39. Golubev, G. and Nussbaum, M. A risk bound in Sobolev class regression. The Ann. Statist. (1990), 18, 758-778.
  40. Golubev, G. A delay estimation under nuisance parameters. Probl. Inform. Transm. (1989), 3, 3-12.
  41. Golubev, G. Estimation of a period of signal of unknown shape. Probl. Inform. Transm. (1988), 4, 38-52.
  42. Golubev, G. Adaptive asymptotically minimax estimates of smooth signals. Probl. Inform. Transm. (1987), 1, 57-67.
  43. Golubev, G. and Pinsker, M. Extreme problems of minimax sequence estimation. Probl. Inform. Transm. (1985), 3, 36-52.
  44. Golubev, G. and Pinsker M. Minimax functional extrapolation. Probl. Inform. Transm. (1984), 2, 27-43.
  45. Golubev, G. Minimax regression estimation. Probl. Inform. Transm. (1984), 1, 56-64.
  46. Golubev, G. Minimax filtering of functions. Probl. Inform. Transm. (1982), 4, 67-75.
  47. Golubev, G. and Pinsker, M. Minimax extrapolation of sequences. Probl. Inform. Transm. (1983), 4, 31-42.
  48. Golubev, G. Khasminskii, R. Sequential signals testing in a white Gaussian noise. Theory Prob. Appl. (1983), 3, 544-554.
  49. Golubev, G. Fisher's method of scoring in a frequency estimation problem. Proceedings of LBMI Seminars. Leningrad. (1982), 108, 22-45.
  50. Golubev, G. and Khasminskii, R. Estimation in a white Gaussian noise with the help of a finite number of linear statistics. Theory Probab. Appl. (1980), 2, 278-290.
  51. Golubev, G. Frequency estimation by using of multichannel receiver. In Methods Transmission and Control of Information, Moscow, Nauka, 1980.
  52. Golubev, G. Calculation of the efficiency of maximum likelihood estimates for observations of discontinuous signal in a white Gaussian noise. Probl. Inform. Transm. (1979), 3, 61-69.
  53. Golube,v G. Phase estimation of a periodical discontinuous signal in a white Gaussian noise. In Proceedings of the MPTI. Moscow (1979), 3-9.

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