Selected Publications Before 2000

1999

  • Pensky, M., and Singh, R.S. (1999)
    Empirical Bayes estimation of reliability characteristics for an exponential family.
    Canadian Journal of Statistics, 27, 127 — 136.
  • Pensky, M., and Cannon, J. R. (1999)
    Statistical estimation of locations of lightning events.
    Journal of Geophysical Research – Atmospheres, 104, No. D8, 9635–9641
  • Pensky, M. (1999)
    Nonparametric empirical Bayes estimation of the matrix parameter of Wishart distribution.
    Journal of Multivariate Analysis, 69, 242-260.
  • Pensky, M. (1999)
    Estimation of a smooth density function using Meyer-type wavelets.
    Statistics & Decisions, 17, 111 – 123.
  • Pensky, M. (1999)
    Nonparametric Empirical Bayes Estimation via Wavelets.
    In “Bayesian Inference in Wavelet Based Models”, Lecture Notes in Statistics, v. 141,
    ed. Muller, P., Vidakovic, B., Springer, 323 — 340.
  • Pensky, M., and Vidakovic, B. (1999)
    Adaptive wavelet estimator for nonparametric density deconvolution.
    Annals of Statistics, 27, 2033 — 2053.

1998

  • Pensky, M. (1998)
    Empirical Bayes estimation based on wavelets.
    Sankhya, A60, 214–231.

1997

  • Pensky, M. (1997)
    A general approach to nonparametric empirical Bayes estimation.
    Statistics, 29, 61–80.
  • Pensky, M. (1997)
    Empirical Bayes estimation of a location parameter.
    Statistics and Decisions, 15, 1–16.

1996

  • Pensky, M. (1996)
    Empirical Bayes estimation of a scale parameter.
    Mathematical Methods of Statistics, 5, 1996, 316–331.

1995

  • Penskaya, M. (1995)
    On mean square consistent estimation of a ratio.
    Scandinavian Journal of Statistics, 22, 129–137.
  • Penskaya, M. (1995)
    On the lower bounds for mean square error of empirical Bayes estimators
    Journ. of Math. Sciences, 75, 1524–1535.

1993

  • Piterbarg, V.I., and Penskaya, M. (1993)
    On asymptotic distribution of integrated squared error of an estimate of a component of a convolution.
    Math. Methods of Statistics, 2, 30–41.