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Highly Robust Variogram Estimation

Mathematical Geology, 1998
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Robust Average Derivative Estimation [PDF]

open access: possible, 2007
Many important models, such as index models widely used in limited dependent variables, partial linear models and nonparametric demand studies utilize estimation of average derivatives (sometimes weighted) of the conditional mean function. Asymptotic results in the literature focus on situations where the ADE converges at parametric rates (as a result ...
Victoria Zinde-Walsh   +1 more
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Robust Estimators for Estimating Discontinuous Functions

Metrika, 2002
We study the asymptotic behavior of a wide class of kernel estimators for estimating an unknown regression function. In particular we derive the asymptotic behavior at discontinuity points of the regression function. It turns out that some kernel estimators based on outlier robust estimators are consistent at jumps.
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Robustness and the robust estimate

Journal of Geodesy, 1996
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Robust Estimation and Robust Parameter

2020
This chapter is addressed to the problem of defining the parameter in a semiparametric situation. Suppose, for example, that the observation X is assumed to be expressed as \(X=\theta +\varepsilon \), where \(\theta \) is the parameter to be estimated and \(\varepsilon \) is the error whose distribution is not specified by a finite number of parameters.
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ROBUST ESTIMATION

2016
Joseph L. Awange, Béla Paláncz
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Robust Parameter Estimation

2012
The problem of robust parameter estimation in image registration is discussed and various robust methods for estimating registration parameters under outliers and inaccurate correspondences are reviewed and compared. After reviewing ordinary least-squares and weighted least-squares estimation, robust estimators such as maximum likelihood (M), repeated ...
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