Results 51 to 60 of about 167,791 (166)
Estimation of the Cross-Covariance Function of Stationary Stochastic Processes [PDF]
The problem of estimating the cross-covariance function of two Gaussian stationary stochastic processes has been considered. Two estimators are proposed.
N. Abd Rabbo, A. Abdel Fattah, M. Gabre
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Adaptive Sampling for Learning Gaussian Processes Using Mobile Sensor Networks
This paper presents a novel class of self-organizing sensing agents that adaptively learn an anisotropic, spatio-temporal Gaussian process using noisy measurements and move in order to improve the quality of the estimated covariance function.
Yunfei Xu, Jongeun Choi
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Discriminant analysis of Gaussian spatial data with exponential covariance structure
This paper considers the discrimination of the observation of the stationary Gaussian random field belonging to one of two populations with different means and covariance functions.
Kęstutis Dučinskas
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LÉVY-BASED ERROR PREDICTION IN CIRCULAR SYSTEMATIC SAMPLING
In the present paper, Lévy-based error prediction in circular systematic sampling is developed. A model-based statistical setting as in Hobolth and Jensen (2002) is used, but the assumption that the measurement function is Gaussian is relaxed.
Kristjana Ýr Jónsdóttir +1 more
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Linear discriminant analysis of spatial Gaussian data with estimated anisotropy ratio
The paper deals with a problem of classification of Gaussian spatial data into one of two populations specified by different parametric mean models and common geometric anisotropic covariance function.
Lina Dreižienė
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On embedding set functions into covariance functions [PDF]
We consider any continuous hermitian kernel M ( Δ
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Given training sample, the problem of classifying a scalar Gaussian random field observation into one of two populations specified by different parametric mean models and common parametric covariance function is considered.
Kestutis Ducinskas, Lina Dreiziene
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Estimation of functionals of sparse covariance matrices
Published at http://dx.doi.org/10.1214/15-AOS1357 in the Annals of Statistics (http://www.imstat.org/aos/) by the Institute of Mathematical Statistics (http://www.imstat.org)
Fan, Jianqing +2 more
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Karhunen–Loève Expansion Using a Parametric Model of Oscillating Covariance Function
The Karhunen–Loève (KL) expansion decomposes a stochastic process into a set of orthogonal functions with random coefficients. The basic idea of the decomposition is to solve the Fredholm integral equation associated with the covariance kernel of the ...
Vitaly Kober +2 more
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Random regression models (RRM) were used to estimate covariance functions for 2,155 first-lactation milk yields of native Brazilian Caracu heifers. The models included contemporary group (defined as year-month of test and paddock) fixed effects, and ...
Lenira El Faro +2 more
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