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Original Articles

Are Seasonal Patterns Constant Over Time? A Test for Seasonal Stability

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Pages 237-252 | Published online: 02 Jul 2012

REFERENCES

  • Anderson , T. W. and Darling , D. A. 1952 . “Asymptotic Theory of Certain ‘Goodness of Fit’ Criteria on Stochastic Processes,” . The Annals of Mathematical Statistics , 23 : 193 – 212 .
  • Andrews , D. 1991 . “Heteroskedasticity and Autocorrelation Consistent Covariance Matrix Estimation,” . Econometrica , 59 : 817 – 858 .
  • Barsky , R. and Miron , J. 1989 . “The Seasonal and the Business Cycle,” . Journal of Political Economy , 97 : 503 – 534 .
  • Bell , W. R. 1993 . “Empirical Comparison of Seasonal ARIMA and ARIMA Components (Structural) Time Series Models,” unpublished paper presented at the 1993 Joint Statistical Meetings, San Francisco, August 8–12
  • Braun , T. and Evans , C. 1990 . “Seasonality and Equilibrium Business Cycle Theories,” , University of Virginia, Dept, of Economics . discussion paper 217
  • Box , G. and Jenkins , G. 1976 . Time Series Analysis: Forecasting and Control , San Francisco : Holden-Day .
  • Burns , A. F. and Mitchell , W. C. 1946 . Measuring Business Cycles , New York : Columbia University Press (for the National Bureau of Economic Research) .
  • Canova , F. 1992 . “An Alternative Approach to Modeling and Forecasting Seasonal Time Series,” . Journal of Business & Economic Statistics , 10 : 97 – 108 .
  • Canova , F. 1993 . “Forecasting Time Series With Common Seasonal Patterns,” . Journal of Econometrics , 55 : 173 – 200 .
  • Chattarjee , S. and Ravikumar , B. 1992 . “A Neoclassical Growth Model With Seasonal Fluctuations,” . Journal of Monetary Economics , 29 : 59 – 86 .
  • Choi , I. and Ahn , B. C. 1993 . “Testing the Null of Stationarity for Multiple Time Series,” , Ohio State University, Dept, of Economics . unpublished manuscript
  • Dickey , D. and Fuller , W. 1979 . “Distribution of the Estimators for Autoregressive Time Series With a Unit Root,” . Journal of the American Statistical Association , 79 : 355 – 367 .
  • Dickey , D. , Hasza , D. and Fuller , W. 1984 . “Testing Seasonal Unit Roots in Seasonal Time Series,” . Journal of the American Statistical Association , 79 : 355 – 367 .
  • Engle , R. , Granger , C. and Hallman , J. 1989 . “Merging Short and Long Run Forecasts: An Application of Seasonal Cointegration to Monthly Electricity Sales Forecasts,” . Journal of Econometrics , 40 : 45 – 62 .
  • Engle , R. , Granger , C. , Hylleberg , S. and Lee , H. 1993 . “Seasonal Cointegration: The Japanese Consumption Function,” . Journal of Econometrics , 55 : 275 – 298 .
  • Franses , P. H. 1994 . “A Multivariate Approach to Modeling Univariate Seasonal Time Series,” . Journal of Econometrics , 63 : 133 – 151 .
  • Ghysels , E. 1988 . “A Study Toward a Dynamic Theory of Seasonality for Economic Time Series,” . Journal of the American Statistical Association , 83 : 168 – 172 .
  • Ghysels , E. 1991 . “On the Seasonal Asymmetries and Their Implications for Stochastic and Deterministic Models of Seasonality,” , University of Montreal, Dept, of Economics . unpublished manuscript
  • Ghysels , E. , Lee , H. and Noh , J. 1992 . “Testing for Unit Roots in Seasonal Time Series: Some Theoretical Extension and a Monte Carlo Investigation,” , University of Montreal, Dept, of Economics . unpublished manuscript
  • Granger , C. W. J. and Newbold , P. 1986 . Forecasting Economic Time Series, , 2nd ed. , New York : Academic Press .
  • Hannan , E. J. 1970 . Multiple Time Series , New York : John Wiley .
  • Hansen , B. E. 1990 . “Lagrange Multiplier Tests for Parameter Instability in Non-linear Models,” , University of Rochester, Dept, of Economics . unpublished manuscript
  • Hansen , B. E. 1992a . “Consistent Covariance Matrix Estimation for Dependent Heterogeneous Processes,” . Econometrica , 60 : 967 – 972 .
  • Hansen , B. E. 1992b . “Testing for Parameter Instability in Linear Models,” . Journal of Policy Modeling , 14 : 517 – 533 .
  • Hansen , L. and Sargent , T. 1993 . “Seasonality and Approximation Errors in Rational Expectations Models,” . Journal of Econometrics , 55 : 21 – 55 .
  • Harvey , A. C. 1990 . Forecasting, Structural Time Series Models and the Kalman Filter , Cambridge , U.K. : Cambridge University Press .
  • Hylleberg , S. 1992 . “Tests for Seasonal Unit Roots: A Comparative Study,” unpublished manuscript, submitted to Journal of Econometrics.
  • Hylleberg , S. , Engle , R. , Granger , C. and Yoo , S. 1990 . “Seasonal Integration and Cointegration” . Journal of Econometrics , 44 : 215 – 238 .
  • Hylleberg , S. , Jorgensen , C. and Sorensen , N. K. 1993 . “Seasonality in Macroeconomic Time Series,” . Empirical Economics , 18 : 321 – 335 .
  • Hylleberg , S. and Pagan , A. 1994 . “Seasonal Integration and the Evolving Seasonal Model,” , Austalian National University . unpublished manuscript
  • Kwiatkowski , D. , Phillips , P. C. B. , Schmidt , P. and Shin , Y. 1992 . “Testing the Null Hypothesis of Stationarity Against the Alternative of a Unit Root: How Sure Are We That Economic Time Series Have a Unit Root?” . Journal of Econometrics , 44 : 159 – 178 .
  • Newey , W. K. and West , K. D. 1987 . “A Simple, Positive Semidefinite, Heteroskedastic and Autocorrelation Consistent Covariance Matrix,” . Econometrica , 55 : 703 – 708 .
  • Nyblom , J. 1989 . “Testing for the Constancy of Parameters Over Time,” . Journal of the American Statistical Association , 84 : 223 – 230 .
  • Osborn , D. and Smith , J. 1989 . “The Performance of Periodic Autoregressive Models in Forecasting Seasonal U.K. Consumption,” . Journal of Business & Economic Statistics , 7 : 117 – 127 .
  • Pierce , D. 1978 . “Seasonal Adjustment When Both Deterministic and Stochastic Seasonality Are Present,” . In Seasonal Analysis of Economic Time Series , Edited by: Zellner , A. 242 – 269 . Washington , DC : U.S. Department of Commerce, Bureau of the Census .
  • Saikkonen , P. and Luukkonen , R. 1993 . “Testing for a Moving Average Unit Root in Autoregressive Integrated Moving Average Models,” . Journal of the American Statistical Association , 88 : 596 – 601 .
  • Shiskin , J. , Young , A. and Musgrave , J. 1967 . “The X-ll Variant of the Census Method II Seasonal Adjustment Program,” , Washington , DC : Government Printing Office . Technical Paper 15
  • Tanaka , K. 1990 . “Testing for a Moving Average Unit Root,” . Econometric Theory , 6 : 433 – 444 .
  • Thaler , R. 1987 . “Anomalies: The January Effect,” . Journal of Economic Perspectives , 1 : 197 – 201 .

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