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1607.06921
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Estimation and Prediction using generalized Wendland Covariance Functions under fixed domain asymptotics
23 July 2016
M. Bevilacqua
Tarik Faouzi
Reinhard Furrer
Emilio Porcu
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Papers citing
"Estimation and Prediction using generalized Wendland Covariance Functions under fixed domain asymptotics"
35 / 35 papers shown
Title
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Comparing Scale Parameter Estimators for Gaussian Process Interpolation with the Brownian Motion Prior: Leave-One-Out Cross Validation and Maximum Likelihood
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Random Smoothing Regularization in Kernel Gradient Descent Learning
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Comparing two spatial variables with the probability of agreement
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Radial Neighbors for Provably Accurate Scalable Approximations of Gaussian Processes
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Fixed-domain asymptotic properties of maximum composite likelihood estimators for max-stable Brown-Resnick random fields
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C. Robert
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Nonseparable Space-Time Stationary Covariance Functions on Networks cross Time
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Maximum Likelihood Estimation in Gaussian Process Regression is Ill-Posed
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Multivariate Gaussian Random Fields over Generalized Product Spaces involving the Hypertorus
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Smooth Nested Simulation: Bridging Cubic and Square Root Convergence Rates in High Dimensions
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Yanyuan Wang
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Asymptotic analysis of ML-covariance parameter estimators based on covariance approximations
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A deep look into the Dagum family of isotropic covariance functions
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Emilio Porcu
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Measuring the robustness of Gaussian processes to kernel choice
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S. Ghosh
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Convergence of Gaussian process regression: Optimality, robustness, and relationship with kernel ridge regression
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Bing-Yi Jing
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Inference for Gaussian Processes with Matérn Covariogram on Compact Riemannian Manifolds
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Wenpin Tang
Sudipto Banerjee
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The Gauss Hypergeometric Covariance Kernel for Modeling Second-Order Stationary Random Fields in Euclidean Spaces: its Compact Support, Properties and Spectral Representation
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Alfredo Alegría
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Flexible Validity Conditions for the Multivariate Matérn Covariance in any Spatial Dimension and for any Number of Components
Xavier Emery
Emilio Porcu
P. White
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11 Jan 2021
Asymptotic analysis of maximum likelihood estimation of covariance parameters for Gaussian processes: an introduction with proofs
François Bachoc
54
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15 Sep 2020
Unifying Compactly Supported and Matern Covariance Functions in Spatial Statistics
M. Bevilacqua
Christian Caamaño-Carrillo
Emilio Porcu
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06 Aug 2020
Asymptotically Equivalent Prediction in Multivariate Geostatistics
François Bachoc
Emilio Porcu
M. Bevilacqua
Reinhard Furrer
Tarik Faouzi
27
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29 Jul 2020
Necessary and sufficient conditions for asymptotically optimal linear prediction of random fields on compact metric spaces
Kristin Kirchner
David Bolin
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A multi-resolution approximation via linear projection for large spatial datasets
Toshihiro Hirano
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On the Inference of Applying Gaussian Process Modeling to a Deterministic Function
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LASSO estimation for spherical autoregressive processes
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C. Durastanti
Anna Vidotto
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Beyond Matérn: On A Class of Interpretable Confluent Hypergeometric Covariance Functions
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A. Bhadra
57
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Kriging prediction with isotropic Matérn correlations: Robustness and experimental design
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Wei Cao
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On identifiability and consistency of the nugget in Gaussian spatial process models
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Lu Zhang
Sudipto Banerjee
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KTBoost: Combined Kernel and Tree Boosting
Fabio Sigrist
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11 Feb 2019
Non-Gaussian Geostatistical Modeling using (skew) t Processes
M. Bevilacqua
Christian Caamaño-Carrillo
R. Arellano-Valle
Víctor Morales-Oñate
146
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15 Dec 2018
Composite likelihood estimation for a gaussian process under fixed domain asymptotics
François Bachoc
M. Bevilacqua
D. Velandia
51
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24 Jul 2018
Maximum likelihood estimation for Gaussian processes under inequality constraints
François Bachoc
A. Lagnoux
A. F. López-Lopera
87
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Modeling Temporally Evolving and Spatially Globally Dependent Data
Emilio Porcu
Alfredo Alegría
Reinhard Furrer
43
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