Assessing parametric misspecification and heterogeneity in growth regression

Haupt H, Petring V (2011)
Applied Economics Letters 18(4): 389-394.

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Zeitschriftenaufsatz | Veröffentlicht | Englisch
Abstract / Bemerkung
A fully nonparametric analysis is applied to address the problems of nonlinearity and heterogeneity in classical growth regression models using original data from seminal contributions in this field. Nonparametric specification tests and in-sample goodness-of-fit measures, as well as cross-validation based out-of-sample measures provide considerable evidence for parametric misspecification and a superior performance of a nonparametric model, despite the small sample size. In contrast to recent contributions identifying heterogeneity as the primal source of misspecification, a formal and graphical analysis does not reveal evidence for heterogeneity in a parametric and nonparametric quantile regression framework.
Erscheinungsjahr
Zeitschriftentitel
Applied Economics Letters
Band
18
Zeitschriftennummer
4
Seite
389-394
ISSN
eISSN
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Haupt H, Petring V. Assessing parametric misspecification and heterogeneity in growth regression. Applied Economics Letters. 2011;18(4):389-394.
Haupt, H., & Petring, V. (2011). Assessing parametric misspecification and heterogeneity in growth regression. Applied Economics Letters, 18(4), 389-394. doi:10.1080/13504851003670643
Haupt, H., and Petring, V. (2011). Assessing parametric misspecification and heterogeneity in growth regression. Applied Economics Letters 18, 389-394.
Haupt, H., & Petring, V., 2011. Assessing parametric misspecification and heterogeneity in growth regression. Applied Economics Letters, 18(4), p 389-394.
H. Haupt and V. Petring, “Assessing parametric misspecification and heterogeneity in growth regression”, Applied Economics Letters, vol. 18, 2011, pp. 389-394.
Haupt, H., Petring, V.: Assessing parametric misspecification and heterogeneity in growth regression. Applied Economics Letters. 18, 389-394 (2011).
Haupt, Harry, and Petring, Verena. “Assessing parametric misspecification and heterogeneity in growth regression”. Applied Economics Letters 18.4 (2011): 389-394.