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AIP Conference Proceedings, 2016
We derive a functional central limit theorem for heteroscedastic spatial regressions by applying the generalized version of Prohorov’s theorem. By our technique we get the limit process which is expressed as a function of a centered set-indexed Gaussian process including the standard set-indexed Brownian sheet as a special case.
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We derive a functional central limit theorem for heteroscedastic spatial regressions by applying the generalized version of Prohorov’s theorem. By our technique we get the limit process which is expressed as a function of a centered set-indexed Gaussian process including the standard set-indexed Brownian sheet as a special case.
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Exact D-optimal Designs of Experiments for Linear Multiple Model with Heteroscedastical Observations
2014The problem of construction exact D-optimal designs of experiments for linear multiple model with heteroscedastical observations is investigated. Is indicated too the structure of those designs for two factors.
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On mean estimation for heteroscedastic random variables
Annales De L'institut Henri Poincare (B) Probability and Statistics, 2023Gabor Lugosi +2 more
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Heteroscedastic Bayesian optimization using generalized product of experts
Journal of Global Optimization, 2023Saulius Tautvaišas, Julius Zilinskas
exaly
Parametric boostrap and objective Bayesian testing for heteroscedastic one-way ANOVA
Statistics and Probability Letters, 2021Guoyi Zhang
exaly
Heteroscedastic discriminant analysis and reduced rank HMMs for improved speech recognition
Speech Communication, 1998Andreas G Andreou
exaly
On estimation of a heteroscedastic measurement error model under heavy-tailed distributions
Computational Statistics and Data Analysis, 2012Jin-Guan Lin
exaly
Heteroscedastic Characteristics of Precipitation with Climate Changes in China
Atmosphere, 2022exaly
Bartlett corrections and bias correction for two heteroscedastic regression models
Communications in Statistics - Theory and Methods, 1992Gauss Cordeiro
exaly
Density estimation with heteroscedastic error
Bernoulli, 2008Aurore Delaigle, Alexander Meister
exaly