Annals of Statisticsæóðíàë

Ñòàòüè, îïóáëèêîâàííûå â æóðíàëå ñòèëü:  îáû÷íûé | ÃÎÑÒ | plain | abbrv | acm | alpha | amsalpha | amsplain | apalike | ieeetr | siam

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  • 2012 Parametric estimation. Finite sample theory
  • Spokoiny Vladimir
  • â æóðíàëå Annals of Statistics, èçäàòåëüñòâî Institute of Mathematical Statistics (United States), òîì 40, ? 6, ñ. 2877-2909 DOI
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  • 2009 Multiscale local change point detection with applications to value-at-risk
  • Spokoiny Vladimir
  • â æóðíàëå Annals of Statistics, èçäàòåëüñòâî Institute of Mathematical Statistics (United States), òîì 37, ? 3, ñ. 1405-1436 DOI
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  • 2009 Parameter tuning in pointwise adaptation using a propagation approach
  • Spokoiny Vladimir, Vial C?line
  • â æóðíàëå Annals of Statistics, èçäàòåëüñòâî Institute of Mathematical Statistics (United States), òîì 37, ? 5B, ñ. 2783-2807 DOI
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  • 2008 Statistics of extremes by oracle estimation
  • Grama Ion, Spokoiny Vladimir
  • â æóðíàëå Annals of Statistics, èçäàòåëüñòâî Institute of Mathematical Statistics (United States), òîì 36, ? 4, ñ. 1619-1648 DOI
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  • 2007 Spatial aggregation of local likelihood estimates with applications to classification
  • Belomestny Denis, Spokoiny Vladimir
  • â æóðíàëå Annals of Statistics, èçäàòåëüñòâî Institute of Mathematical Statistics (United States), òîì 35, ? 5, ñ. 2287-2311 DOI
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  • 2004 Statistical inference for time-inhomogeneous volatility models
  • Mercurio Danilo, Spokoiny Vladimir
  • â æóðíàëå Annals of Statistics, èçäàòåëüñòâî Institute of Mathematical Statistics (United States), òîì 32, ? 2, ñ. 577-602 DOI
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  • 2003 Image denoising: pointwise adaptive approach
  • Polzehl J?rg, Spokoiny Vladimir
  • â æóðíàëå Annals of Statistics, èçäàòåëüñòâî Institute of Mathematical Statistics (United States), òîì 31, ? 1, ñ. 30-57 DOI
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  • 2001 Nonparametric estimation of the spectral measure of an extreme value distribution
  • Einmahl John H.J., Piterbarg Vladimir I., de Haan Laurens
  • â æóðíàëå Annals of Statistics, èçäàòåëüñòâî Institute of Mathematical Statistics (United States), òîì 29, ? 5, ñ. 1401-1423 DOI
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  • 2000 Sequential testing problems for Poisson processes
  • Peskir G., Shiryaev A.N.
  • â æóðíàëå Annals of Statistics, èçäàòåëüñòâî Institute of Mathematical Statistics (United States), òîì 28, ? 3, ñ. 837-859