deccensus {pastecs} | R Documentation

## Time decomposition using the CENSUS II method

### Description

The CENSUS II method allows to decompose a regular time series into a trend, a seasonal component and residuals, according to a multiplicative model

### Usage

    deccensus(x, type="multiplicative", trend=FALSE)

### Arguments

`x` | A single regular time serie (a 'rts' object under S+ and a 'ts' object under R) with a "years" time scale (one unit = one year) and a complete number of cycles (at least 3 complete years)
`type` | The type of model. This is for compatibility with other `decxxx()` functions, but only a multiplicative model is allowed here
`trend` | If `trend=TRUE` a trend component is also calculated, otherwise, the decomposition gives only a seasonal component and residuals

### Details

The trend component contains both a general trend and long-term oscillations. The seasonal trend may vary from year to year. For a seasonal decomposition using an additive model, use `decloess()` instead

### Value

a 'tsd' object

### Author(s)

Frédéric Ibanez (ibanez@obs-vlfr.fr), Philippe Grosjean (phgrosjean@sciviews.org)

### References

Béthoux, N., M. Etienne, F. Ibanez & J.L. Rapaire, 1980. Spécificités hydrologiques des zones littorales. Analyse chronologique par la méthode CENSUS II et estimation des échanges océan-atmosphère appliqués à la baie de Villefranche sur mer. Ann. Inst. Océanogr. Paris, 56:81-95.

Fromentin, J.M. & F. Ibanez, 1994. Year to year changes in meteorological features on the French coast area during the last half-century. Examples of two biological responses. Oceanologica Acta, 17:285-296.

Institut National de Statistique de Belgique, 1965. Décomposition des séries chronologiques en leurs composantes suivant différentes méthodes. Etudes statistiques et économétriques. Bull. Stat. INS, 10:1449-1524.

Philips, J. & R. Blomme, 1973. Analyse chronologique. Université Catholique de Louvain, Vander ed. 339 pp.

Rosenblatt, H.M., 1968. Spectral evaluation of BLS and CENSUS revised seasonal adjustment procedures. J. Amer. Stat. Assoc., 68:472-501.

Shiskin, J. & H. Eisenpress, 1957. Seasonal adjustment by electronic computer methods. J. Amer. Stat. Assoc., 52:415-449.

### See Also

`tsd`, `tseries`, `decaverage`, `decdiff`, `decmedian`, `decevf`, `decreg`, `decloess`

### Examples

    data(releve)
    # Get regulated time series with a 'years' time-scale
    rel.regy <- regul(releve$Day, releve[3:8], xmin=6, n=87, units="daystoyears", frequency=24, tol=2.2, methods="linear", datemin="21/03/1989", dateformat="d/m/Y")
    rel.ts <- tseries(rel.regy)
    # We must have complete cycles to allow using deccensus()
    start(rel.ts)
    end(rel.ts)
    rel.ts2 <- window(rel.ts, end=c(1992,5))
    rel.dec2 <- deccensus(rel.ts2[, "Melosul"], trend=TRUE)
    plot(rel.dec2, col=c(1,4,3,2))

[Package pastecs version 1.3-4 Index]