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Covariance Regression Analysis
by
Lan, Wei
, Tsai, Chih-Ling
, Wang, Hansheng
, Zou, Tao
in
Analysis of covariance
/ Computer simulation
/ covariance
/ Covariance matrix
/ Covariance matrix estimation
/ Covariance regression
/ Economic models
/ equations
/ Estimating techniques
/ Experiments
/ Least squares
/ Maximum likelihood estimators
/ Portfolio management
/ Positive definiteness
/ Property
/ Regression analysis
/ Regression models
/ Securities markets
/ Simulation
/ Statistical analysis
/ Statistical methods
/ Statistics
/ stock exchange
/ Stock exchanges
/ Theory and Methods
/ Usefulness
2017
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Covariance Regression Analysis
by
Lan, Wei
, Tsai, Chih-Ling
, Wang, Hansheng
, Zou, Tao
in
Analysis of covariance
/ Computer simulation
/ covariance
/ Covariance matrix
/ Covariance matrix estimation
/ Covariance regression
/ Economic models
/ equations
/ Estimating techniques
/ Experiments
/ Least squares
/ Maximum likelihood estimators
/ Portfolio management
/ Positive definiteness
/ Property
/ Regression analysis
/ Regression models
/ Securities markets
/ Simulation
/ Statistical analysis
/ Statistical methods
/ Statistics
/ stock exchange
/ Stock exchanges
/ Theory and Methods
/ Usefulness
2017
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Do you wish to request the book?
Covariance Regression Analysis
by
Lan, Wei
, Tsai, Chih-Ling
, Wang, Hansheng
, Zou, Tao
in
Analysis of covariance
/ Computer simulation
/ covariance
/ Covariance matrix
/ Covariance matrix estimation
/ Covariance regression
/ Economic models
/ equations
/ Estimating techniques
/ Experiments
/ Least squares
/ Maximum likelihood estimators
/ Portfolio management
/ Positive definiteness
/ Property
/ Regression analysis
/ Regression models
/ Securities markets
/ Simulation
/ Statistical analysis
/ Statistical methods
/ Statistics
/ stock exchange
/ Stock exchanges
/ Theory and Methods
/ Usefulness
2017
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Journal Article
Covariance Regression Analysis
2017
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Overview
This article introduces covariance regression analysis for a p-dimensional response vector. The proposed method explores the regression relationship between the p-dimensional covariance matrix and auxiliary information. We study three types of estimators: maximum likelihood, ordinary least squares, and feasible generalized least squares estimators. Then, we demonstrate that these regression estimators are consistent and asymptotically normal. Furthermore, we obtain the high dimensional and large sample properties of the corresponding covariance matrix estimators. Simulation experiments are presented to demonstrate the performance of both regression and covariance matrix estimates. An example is analyzed from the Chinese stock market to illustrate the usefulness of the proposed covariance regression model. Supplementary materials for this article are available online.
Publisher
Taylor & Francis,Taylor & Francis Group,LLC,Taylor & Francis Ltd
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