Search Results - LEPSKI, O. V

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  1. 1
    ORACLE INEQUALITIES AND ADAPTIVE ESTIMATION IN THE CONVOLUTION STRUCTURE DENSITY MODEL

    ORACLE INEQUALITIES AND ADAPTIVE ESTIMATION IN THE CONVOLUTION STRUCTURE DENSITY MODEL by Lepski, O. V., Willer, T.

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  2. 2
    Optimal Pointwise Adaptive Methods in Nonparametric Estimation

    Optimal Pointwise Adaptive Methods in Nonparametric Estimation by Lepski, O. V., Spokoiny, V. G.

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  3. 3
    Optimal Spatial Adaptation to Inhomogeneous Smoothness: An Approach Based on Kernel Estimates with Variable Bandwidth Selectors

    Optimal Spatial Adaptation to Inhomogeneous Smoothness: An Approach Based on Kernel Estimates with Variable Bandwidth Selectors by Lepski, O. V., Mammen, E., Spokoiny, V. G.

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  4. 4
    Asymptotically exact nonparametric hypothesis testing in sup-norm and at a fixed point

    Asymptotically exact nonparametric hypothesis testing in sup-norm and at a fixed point by LEPSKI, O. V, TSYBAKOV, A. B

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  5. 5
    Lower bounds in the convolution structure density model

    Lower bounds in the convolution structure density model by LEPSKI, O. V., WILLER, T.

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  6. 6
    A new approach to estimator selection

    A new approach to estimator selection by LEPSKI, O.V.

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  7. 7
    Test of symmetry in nonparametric regression

    Test of symmetry in nonparametric regression by LEBLANC, F, LEPSKI, O. V

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  8. 8
    General Selection Rule from a Family of Linear Estimators

    General Selection Rule from a Family of Linear Estimators by Goldenshluger, A. V., Lepski, O. V.

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  9. 9
    Structural adaptation in the density model

    Structural adaptation in the density model by Lepski, O V, Rebelles, G

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  10. 10
    Minimax Nonparametric Hypothesis Testing: The Case of an Inhomogeneous Alternative

    Minimax Nonparametric Hypothesis Testing: The Case of an Inhomogeneous Alternative by Lepski, Oleg V., Spokoiny, Vladimir G.

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  11. 11
    On estimation of the Lr norm of a regression function

    On estimation of the Lr norm of a regression function by LEPSKI, O, NEMIROVSKI, A, SPOKOINY, V

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  12. 12
    On estimation of the L r norm of a regression function

    On estimation of the L r norm of a regression function by Lepski, O., Nemirovski, A., Spokoiny, V.

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