Advances in Econometrics
Essays in Honor of Joon Y. Park: Econometric Theory
Edited by
J. Isaac Miller
J. Isaac Miller
University of Missouri, USA
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Emerald Publishing Limited
Volume
45A
ISBN electronic:
978-1-83753-208-7
ISBN print:
978-1-83753-209-4
Series ISSN:
0731-9053
Publication date:
2023
Book Chapter
Chapter 8: Minimax Risk in Estimating Kink Threshold and Testing Continuity
By
Javier Hidalgo;
Javier Hidalgo
London School of Economics, London, UK
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Heejun Lee;
Heejun Lee
Brown University, Providence, RI, USA
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Jungyoon Lee;
Jungyoon Lee
Royal Holloway, University London, London, UK
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Myung Hwan Seo
Myung Hwan Seo
Seoul National University, Seoul, Korea
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Javier Hidalgo
London School of Economics, London, UK
Heejun Lee
Brown University, Providence, RI, USA
Jungyoon Lee
Royal Holloway, University London, London, UK
Myung Hwan Seo
Seoul National University, Seoul, Korea
Copyright © 2023 Javier Hidalgo, Heejun Lee, Jungyoon Lee and Myung Hwan Seo
2023
Javier Hidalgo, Heejun Lee, Jungyoon Lee and Myung Hwan Seo
Licensed reuse rights only
-
Published:2023
Citation
Javier Hidalgo, Heejun Lee, Jungyoon Lee, Myung Hwan Seo, 2023. "Minimax Risk in Estimating Kink Threshold and Testing Continuity", Essays in Honor of Joon Y. Park: Econometric Theory, Yoosoon Chang, Sokbae Lee, J. Isaac Miller
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Copyright © 2023 Javier Hidalgo, Heejun Lee, Jungyoon Lee and Myung Hwan Seo
2023
Javier Hidalgo, Heejun Lee, Jungyoon Lee and Myung Hwan Seo
Licensed reuse rights only
Abstract
The authors derive a risk lower bound in estimating the threshold parameter without knowing whether the threshold regression model is continuous or not. The bound goes to zero as the sample size n grows only at the cube-root rate. Motivated by this finding, the authors develop a continuity test for the threshold regression model and a bootstrap to compute its p-values. The validity of the bootstrap is established, and its finite-sample property is explored through Monte Carlo simulations.
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