Variable Selection via MCMC Matching Pursuit
碩士 === 國立高雄大學 === 統計學研究所 === 95 === Usually Bayesian variable selection methods require computing an inversion of a p×p matrix at each iteration of the algorithms, where p is the number of the variables. However, this computational cost is very expensive, especially when p is larger and larger. In o...
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ndltd-TW-095NUK053370012016-06-17T04:16:19Z http://ndltd.ncl.edu.tw/handle/58898329264774919332 Variable Selection via MCMC Matching Pursuit 利用據有馬可夫鏈的蒙地卡羅過程之匹配追蹤演算法所發展的變數選取方法 Te-You Lai 賴德侑 碩士 國立高雄大學 統計學研究所 95 Usually Bayesian variable selection methods require computing an inversion of a p×p matrix at each iteration of the algorithms, where p is the number of the variables. However, this computational cost is very expensive, especially when p is larger and larger. In order to avoid computing inverse matrices, two MCMC matching pursuit algorithms are modified here to be two variable selection procedures for solving variable selection problems. Several simulations and real examples are demonstrated here to show the performances of these two procedures. Ray-Bing Chen 陳瑞彬 學位論文 ; thesis 33 en_US |
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碩士 === 國立高雄大學 === 統計學研究所 === 95 === Usually Bayesian variable selection methods require computing an inversion of a p×p matrix at each iteration of the algorithms, where p is the number of the variables. However, this computational cost is very expensive, especially when p is larger and larger. In order to avoid computing inverse matrices, two MCMC matching pursuit algorithms are modified here to be two variable selection procedures for solving variable selection problems. Several simulations and real examples are demonstrated here to show the performances of these two procedures.
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Ray-Bing Chen |
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Ray-Bing Chen Te-You Lai 賴德侑 |
author |
Te-You Lai 賴德侑 |
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Te-You Lai 賴德侑 Variable Selection via MCMC Matching Pursuit |
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Te-You Lai |
title |
Variable Selection via MCMC Matching Pursuit |
title_short |
Variable Selection via MCMC Matching Pursuit |
title_full |
Variable Selection via MCMC Matching Pursuit |
title_fullStr |
Variable Selection via MCMC Matching Pursuit |
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Variable Selection via MCMC Matching Pursuit |
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variable selection via mcmc matching pursuit |
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http://ndltd.ncl.edu.tw/handle/58898329264774919332 |
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