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Linear Model with Additive Gaussian Errors

A normality test for the errors of the linear model

A normality test for the errors of the linear model

... We consider the linear regression model: Y j = x 0 n,j β + ² j , j ≥ 1, where {² j } ∞ j=1 is a sequence of i.i.d.r.v.’s with mean zero; x n,j , 1 ≤ j ≤ n are p dimensional vectors and β ∈ R p is a ...

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A Linear Non-Gaussian Acyclic Model for Causal Discovery

A Linear Non-Gaussian Acyclic Model for Causal Discovery

... overall model fit by measuring the residual between the data covariance matrix and model-based covariance ...estimated model is accepted by the chi-square test of model ...

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Generalised Linear Model Trees with Global Additive Effects

Generalised Linear Model Trees with Global Additive Effects

... linear mixed-effects model (GLMM) fixed instead of – as in PALM tree – further fixed ...(generalised) linear models and model-based recursive partitioning, in particular LM trees and GLM ...

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Functional semiparametric partially linear model with autoregressive errors

Functional semiparametric partially linear model with autoregressive errors

... semiparametric model, where a real-valued random variable is explained by the sum of a unknown linear combination of the components of a multivariate random variable and an unknown transformation of a ...

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Model predictive and linear quadratic Gaussian control of a wind turbine

Model predictive and linear quadratic Gaussian control of a wind turbine

... Received . . . KEY WORDS: Wind turbine control, Model Predictive Control, Linear Quadratic Gaussian, observer 1. INTRODUCTION There is much interest in renewable energy due to concern over the ...

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On the Bayesian treed multivariate Gaussian process with linear model of coregionalization.

On the Bayesian treed multivariate Gaussian process with linear model of coregionalization.

... can model only a special case of non-stationarity since it does not allow for the spatial correlation to vary on ...multivariate model based on the Bayesian treed multivariate Gaussian process ...

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Convergence of Gaussian Belief Propagation Under General Pairwise Factorization: Connecting Gaussian MRF with Pairwise Linear Gaussian Model

Convergence of Gaussian Belief Propagation Under General Pairwise Factorization: Connecting Gaussian MRF with Pairwise Linear Gaussian Model

... joint Gaussian distribution. However, Gaussian BP is only guaranteed to converge in singly connected graphs and may fail to converge in loopy ...of Gaussian BP are all tailored for one par- ticular ...

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A difference based approach in the partially linear model with dependent errors

A difference based approach in the partially linear model with dependent errors

... Abstract We study asymptotic properties of estimators of parameter and non-parameter in a partially linear model in which errors are dependent. Using a difference-based and ordinary least square ...

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Sparse Additive Gaussian Process with Soft Interactions

Sparse Additive Gaussian Process with Soft Interactions

... This paper presents a novel variable selection method in additive nonparame- tric regression model. This work is motivated by the need to select the number of nonparametric components and number of ...

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Diversification in Area-Yield Crop Insurance : The Multi Linear Additive Model

Diversification in Area-Yield Crop Insurance : The Multi Linear Additive Model

... These interpretations are related to the linear assumption of the Multi-LAM. Its formulation helps to provide precise theoretical propositions and associated results. It is also a way to perform direct comparisons ...

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OFDM PAPR REDUCTION USING LINEAR BLOCK CODES WITH ERROR CORRECTION IN ADDITIVE WHITE GAUSSIAN NOISE CHANNEL

OFDM PAPR REDUCTION USING LINEAR BLOCK CODES WITH ERROR CORRECTION IN ADDITIVE WHITE GAUSSIAN NOISE CHANNEL

... RPIIT, Bastara, India Abstract - The past decade has seen many radical changes and achievements in the field of wireless communication. Applications of wireless communication have grown swiftly in the recent past. This ...

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Application of Mean-Square Approximation for Piecewise Linear Optimal Compander Design for Gaussian Source and Gaussian Mixture Model

Application of Mean-Square Approximation for Piecewise Linear Optimal Compander Design for Gaussian Source and Gaussian Mixture Model

... quantizer model can be the minimization of this loss, ...quantizer model properties usually begins with the consideration of the properties of the most common types of scalar quantizers, uniform and ...

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Quantile Regression with Classical Additive Measurement Errors

Quantile Regression with Classical Additive Measurement Errors

... y i = x 0 i β + z i 0 α + u i −  0 i β. (3) It follows that the observed regressor x i in (3) will be correlated with the composite error, u i −  i β, inducing endogeneity in the model. This problem is of ...

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Linear Regression Model for Gaussian Noise Estimation and Removal for Medical Ultrasound Images

Linear Regression Model for Gaussian Noise Estimation and Removal for Medical Ultrasound Images

... novel linear regression model for Gaussian representation of speckle noise in medical ultrasound ...a Gaussian noise, with estimated mean and standard deviation based on PSNR of the ultrasound ...

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Gaussian linear state-space model for wind. fields in the North-East Atlantic

Gaussian linear state-space model for wind. fields in the North-East Atlantic

... the Gaussian shape can not cope with the negative correla- tions observed between western and eastern ...the Gaussian structures are respectively (ˆ θ 1 , ˆ θ 2 ) = ...

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DirectLiNGAM: A Direct Method for Learning a Linear Non-Gaussian Structural Equation Model

DirectLiNGAM: A Direct Method for Learning a Linear Non-Gaussian Structural Equation Model

... frameworks, linear acyclic models are typically used to model the data-generating process of ...a linear acyclic model, that is, a causal ordering of variables and their connection strengths, ...

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Efficient Estimation of the Partly Linear Additive Hazards Model with Current Status Data

Efficient Estimation of the Partly Linear Additive Hazards Model with Current Status Data

... 1. LEMMAS L.1-L.5 AND THEIR PROOFS Lemmas L.1-L.5 are used to prove Theorem 2, which addresses the consistency and rate of convergence of all the estimators for the nonparametric functions. We follow the route of Huang ...

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Optimal intraday power trading with a Gaussian additive process

Optimal intraday power trading with a Gaussian additive process

... the case here; in fact, for each traded hour, ID time series prices are most active in Changes to sentence OK? the last two to three hours before maturity. During the first hours, few transactions occur. Thus, we are ...

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Linear inverse Gaussian theory and geostatistics

Linear inverse Gaussian theory and geostatistics

... perturbed model is either rejected or accepted according to some objective ...the model, but one option is to switch the values of two randomly chosen ...

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A Unifying Review of Linear Gaussian Models

A Unifying Review of Linear Gaussian Models

... For linear gaussian models, this typically involves minimizing quadratic forms such as equa- tion ...with linear regression. This process is repeated using these new model parameters to infer ...

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