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AuthorLadiray, Dominique. author
TitleSeasonal Adjustment with the X-11 Method [electronic resource] / by Dominique Ladiray, Benoรฎt Quenneville
ImprintNew York, NY : Springer New York : Imprint: Springer, 2001
Connect tohttp://dx.doi.org/10.1007/978-1-4613-0175-2
Descript XXII, 256 p. online resource

SUMMARY

The authors, Dominique Ladiray and Benoit Quenneville, provide a unique and comprehensive rṽiew of the X-11 Method of seasonal adjustment. They review the original X-11 Method developed at the US Bureau of the Census in the mid-1960's, the X-ll core of the X-ll-ARTMA Method developed at Statistics Canada in the 1970's, and the X-11 module in the X- 12-ARTMA Method developed more recently at the Bureau of the Census. The review will prove extremely useful to anyone working in the field of seasonal adjustment who wants to understand the X-11 Method and how it fits into the broader picture of seasonal adjustment. What the authors designate as the X-11 Method was originally desigยญ nated the X-11 Variant of the Census Method IT Seasonal Adjustment Program. It was the culmination of the pioneering work undertaken at the Bureau of the Census by Julius Shiskin in the 1950's. Shiskin introduced the Census Method T Seasonal Adjustment Program in 1954 and soon followed it with the introduction of Method TT in 1957


CONTENT

1 Brief History of Seasonal Adjustment -- 2 Outline of the X-11 Method -- 2.1 Components and Decomposition Models -- 2.2 Moving Averages -- 2.3 A Simple Seasonal Adjustment Algorithm -- 2.4 The Basic Algorithm of the X-11 Method -- 2.5 Extreme Observations and Calendar Effects -- 2.6 The Iterative Principle of X-11 -- 2.7 From Census X-11 to X-11-ARIMA and X-12-ARIMA -- 3 Moving Averages -- 3.1 Some Definitions and a Little Theory -- 3.2 The Symmetric Moving Averages Used in X-11 -- 3.3 Musgrave Asymmetric Moving Averages -- 3.4 The X-11 Moving Average Filter -- 4 The Various Tables -- 4.1 B: Preliminary Estimation of Extreme Values and Calendar Effects -- 4.2 C: Final Estimation of Extreme Values and Calendar Effects -- 4.3 D: Final Estimation of the Different Componentst -- 4.4 E: Components Modified for Large Extreme Values -- 4.5 F: Seasonal Adjustment Quality Measures -- 5 Modelling of the Easter Effect -- 5.1 The Easter Holiday -- 5.2 The X-11-ARIMA Models -- 5.3 The X-12-ARIMA Models -- References


Mathematics Computer software Probabilities Statistics Econometrics Mathematics Mathematical Software Probability Theory and Stochastic Processes Econometrics Statistical Theory and Methods Statistics for Business/Economics/Mathematical Finance/Insurance



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