Structural equation modeling: foundations and extensions David, Kaplan
By: David, Kaplan
Series: Advanced quantitative techniques in the social sciences: NoPublisher: Los Angeles Sage Publications 2009Edition: 2nd edDescription: xi, 255 p. ISBN: 9781412916240Subject(s): Social sciences - Mathematical models | Social sciences - Statistical methodsDDC classification: 300.15118 Summary: The issues of identification, estimation, and statistical inferences of nonstationary time series and simultaneous equation models are reviewed. It is shown that prior information matters and the advantage of dichotomization of the traditional autoregressive distributed lag model into the long-run equilibrium relation and the short-run dynamic adjustment process as an empirical modeling device may be exaggerated. A Japanese money demand study is used to illustrate that a direct approach yields a more stable long-run and short-run relationship and has better predictive power than the approach of letting the data determine the long-run relationship and modeling the short-run dynamics as an adjustment of the deviation from its equilibrium position.
| Item type | Current location | Item location | Call number | Status | Date due | Barcode |
|---|---|---|---|---|---|---|
| Books | Vikram Sarabhai Library | Slot 222 (0 Floor, West Wing) | 300.15118 K2S8 (Browse shelf) | Available | 166223 |
The issues of identification, estimation, and statistical inferences of nonstationary time series and simultaneous equation models are reviewed. It is shown that prior information matters and the advantage of dichotomization of the traditional autoregressive distributed lag model into the long-run equilibrium relation and the short-run dynamic adjustment process as an empirical modeling device may be exaggerated. A Japanese money demand study is used to illustrate that a direct approach yields a more stable long-run and short-run relationship and has better predictive power than the approach of letting the data determine the long-run relationship and modeling the short-run dynamics as an adjustment of the deviation from its equilibrium position.
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