Autoregressive Lag—Order Selection Using Conditional Saddlepoint Approximations

A new method for determining the lag order of the autoregressive polynomial in regression models with autocorrelated normal disturbances is proposed. It is based on a sequential testing procedure using conditional saddlepoint approximations and permits the desire for parsimony to be explicitly incor...

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Main Authors: Ronald W. Butler, Marc S. Paolella
Format: Article
Language:English
Published: MDPI AG 2017-09-01
Series:Econometrics
Subjects:
Online Access:https://www.mdpi.com/2225-1146/5/3/43
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spelling doaj-95604518cacf4ef097bb7b6e74790eb02020-11-25T01:01:31ZengMDPI AGEconometrics2225-11462017-09-01534310.3390/econometrics5030043econometrics5030043Autoregressive Lag—Order Selection Using Conditional Saddlepoint ApproximationsRonald W. Butler0Marc S. Paolella1Department of Statistical Science, Southern Methodist University, Dallas, TX 75275-0332, USADepartment of Banking and Finance, University of Zurich, Zurich 8032, SwitzerlandA new method for determining the lag order of the autoregressive polynomial in regression models with autocorrelated normal disturbances is proposed. It is based on a sequential testing procedure using conditional saddlepoint approximations and permits the desire for parsimony to be explicitly incorporated, unlike penalty-based model selection methods. Extensive simulation results indicate that the new method is usually competitive with, and often better than, common model selection methods.https://www.mdpi.com/2225-1146/5/3/43ARMAsaddlepoint approximationsimplicity
collection DOAJ
language English
format Article
sources DOAJ
author Ronald W. Butler
Marc S. Paolella
spellingShingle Ronald W. Butler
Marc S. Paolella
Autoregressive Lag—Order Selection Using Conditional Saddlepoint Approximations
Econometrics
ARMA
saddlepoint approximation
simplicity
author_facet Ronald W. Butler
Marc S. Paolella
author_sort Ronald W. Butler
title Autoregressive Lag—Order Selection Using Conditional Saddlepoint Approximations
title_short Autoregressive Lag—Order Selection Using Conditional Saddlepoint Approximations
title_full Autoregressive Lag—Order Selection Using Conditional Saddlepoint Approximations
title_fullStr Autoregressive Lag—Order Selection Using Conditional Saddlepoint Approximations
title_full_unstemmed Autoregressive Lag—Order Selection Using Conditional Saddlepoint Approximations
title_sort autoregressive lag—order selection using conditional saddlepoint approximations
publisher MDPI AG
series Econometrics
issn 2225-1146
publishDate 2017-09-01
description A new method for determining the lag order of the autoregressive polynomial in regression models with autocorrelated normal disturbances is proposed. It is based on a sequential testing procedure using conditional saddlepoint approximations and permits the desire for parsimony to be explicitly incorporated, unlike penalty-based model selection methods. Extensive simulation results indicate that the new method is usually competitive with, and often better than, common model selection methods.
topic ARMA
saddlepoint approximation
simplicity
url https://www.mdpi.com/2225-1146/5/3/43
work_keys_str_mv AT ronaldwbutler autoregressivelagorderselectionusingconditionalsaddlepointapproximations
AT marcspaolella autoregressivelagorderselectionusingconditionalsaddlepointapproximations
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