Model selection in under-specified equations facing breaks

Although a general unrestricted model may under-specify the data generation process, especially when breaks occur, model selection can still improve over estimating a prior specification. Impulse-indicator saturation (IIS) can 'correct' non-constant intercepts induced by location shifts i...

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Main Authors: Hendry, D, Castle, J
Format: Working paper
Published: University of Oxford 2010
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author Hendry, D
Castle, J
author_facet Hendry, D
Castle, J
author_sort Hendry, D
collection OXFORD
description Although a general unrestricted model may under-specify the data generation process, especially when breaks occur, model selection can still improve over estimating a prior specification. Impulse-indicator saturation (IIS) can 'correct' non-constant intercepts induced by location shifts in omitted variables, which surprisingly leave slope parameters unaltered even when correlated with included variables. However, location shifts in included variables do induce changes in slopes where there are correlated omitted variables. IIS acts as a 'robust method' when models are mis-specified, and helps mitigate the adverse impacts of induced location shifts on non-constant intercepts and equation standard errors.
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spelling oxford-uuid:a239b145-e63b-4bd6-8de6-ee4df89aeb912022-03-27T02:18:39ZModel selection in under-specified equations facing breaksWorking paperhttp://purl.org/coar/resource_type/c_8042uuid:a239b145-e63b-4bd6-8de6-ee4df89aeb91Bulk import via SwordSymplectic ElementsUniversity of Oxford2010Hendry, DCastle, JAlthough a general unrestricted model may under-specify the data generation process, especially when breaks occur, model selection can still improve over estimating a prior specification. Impulse-indicator saturation (IIS) can 'correct' non-constant intercepts induced by location shifts in omitted variables, which surprisingly leave slope parameters unaltered even when correlated with included variables. However, location shifts in included variables do induce changes in slopes where there are correlated omitted variables. IIS acts as a 'robust method' when models are mis-specified, and helps mitigate the adverse impacts of induced location shifts on non-constant intercepts and equation standard errors.
spellingShingle Hendry, D
Castle, J
Model selection in under-specified equations facing breaks
title Model selection in under-specified equations facing breaks
title_full Model selection in under-specified equations facing breaks
title_fullStr Model selection in under-specified equations facing breaks
title_full_unstemmed Model selection in under-specified equations facing breaks
title_short Model selection in under-specified equations facing breaks
title_sort model selection in under specified equations facing breaks
work_keys_str_mv AT hendryd modelselectioninunderspecifiedequationsfacingbreaks
AT castlej modelselectioninunderspecifiedequationsfacingbreaks