Functional data analysis of the dynamics of the monthly index of nondurable goods production
By James O. Ramsay, James B. Ramsey. 2002
102 citations recorded by the source corpus.
Subfields: Economics and Econometrics
View Paper: https://www.semanticscholar.org/paper/8006634f905990a75317d5547ac20640081bcbd3
How researchers see this paper
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In Economics and Econometrics
- Han Lin Shang
- Shahid Ullah
- Caroline F. Finch
- H. Muller
- Ulrich Stadtmüller
- Rituparna Sen
- Fang Yao
- Rob J Hyndman
Citations in the corpus
- Potential applications of functional data analysis in chemometrics (2008, unknown): “J Bus Econ Stat [14]] [11–16].”
- Applications of functional data analysis: A systematic review (2013, background): “%) provided information about the type of smoothing techniques used, with B-spline smoothing (29.8”
- Functional data analysis for volatility (2011, methodology): “Applications of FDA to economic data have been considered before, e.g., by Malfait and Ramsay (2003) and Ramsay and Ramsey (2001), but there do not seem to exist any specific FDA approaches for finance to date.”
- Wavelets in Economics and Finance: Past and Future (2002, background): “For non-durable goods production, we know that this is not true, for example, see Ramsay and Ramsey (2002) where there is reported a detailed examination of the seasonal and ”business cycle” components of non-durable goods production.”
- Asymptotic distributions of nonparametric regression estimators for longitudinal or functional data (2007, background): “However, in practice functional data are analyzed after smoothing noisy observations [10], which indicates that the differences between two data types related to the way in which a problem is perceived are arguably more conceptual than actual.”
- Rainbow Plots, Bagplots, and Boxplots for Functional Data (2010, background): “Notable exceptions are the phase-plane plot of Ramsay & Ramsey (2002) and the rug plot of Hyde et al. (2006), which highlight important distributional characteristics from the first and second derivatives of functional data.”