1967
DOI: 10.2307/2986719
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An Experiment in the Anaysis and Prediction of Time Series

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Cited by 9 publications
(3 citation statements)
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“…Considerable research has been directed towards the analysis of this series in the literature. For example, Yule (1927), Moran (1954), Craddock (1967), Box and Jekins (1970), Brillinger and Rosenblatt (1967), Morris (1977), Olvera (2005) and Gil‐Alana (2009) and many others have studied these data.…”
Section: Reanalysis Of the Monthly Sunspot Series: 1749‐2009mentioning
confidence: 99%
“…Considerable research has been directed towards the analysis of this series in the literature. For example, Yule (1927), Moran (1954), Craddock (1967), Box and Jekins (1970), Brillinger and Rosenblatt (1967), Morris (1977), Olvera (2005) and Gil‐Alana (2009) and many others have studied these data.…”
Section: Reanalysis Of the Monthly Sunspot Series: 1749‐2009mentioning
confidence: 99%
“…while appearing to describe the series quite well, did not yield satisfactory forecasts. Moran had considered models up to p = 5 but Craddock (1967) considered models up to p = 30 and using the annual means from 1700 to 1965 obtained the residual variance as a percentage of the variance of the series. This was about 19 per cent for p = 2 up to P = 5, then falling to about 15 per cent at p = 9 and changing very little afterwards.…”
Section: Forecasting the Sunspot Cyclementioning
confidence: 99%
“…The most famous of these series is undoubtedly the sunspot index, first investigated empirically by Newcomb (1901) and then by Schuster (1906) using periodogram analysis, a technique that was extended by Larmor and Yamaga (1917). Yule (1927) later used the series to illustrate his autoregressive scheme, which was subsequently generalised nonlinearly by Moran (1954): later contributions to the modelling and prediction of the sunspot index have been provided by, for example, Granger (1957), Craddock (1967), Morris (1977) and Yoon (2006). Consistent with this historical perspective, over the last decade I myself have analysed various temperature series using a variety of statistical models, usually with the aim of extracting the trend component.…”
Section: Introductionmentioning
confidence: 98%