Detect periodicity using the Lomb-Scargle periodogram
Source:R/periodicity.R
detect_periodicity_ls.RdComputes the Scargle (1982) normalised Lomb-Scargle periodogram and
evaluates the false-alarm probability (FAP) of the dominant peak using the
analytic Baluev (2008) approximation. Unlike detect_periodicity(), this
function works correctly on unevenly sampled series and is more robust to
missing months.
Usage
detect_periodicity_ls(
x,
value_col = "value",
time_col = "monyear",
detrend = TRUE,
ofac = 10L,
period_min = 4,
period_max = 60
)
# S3 method for class 'hmis_ls_periodicity'
plot(x, ...)Arguments
- x
An
hmis_ls_periodicityobject fromdetect_periodicity_ls().- value_col
Column name for values when
xis a data frame. Default"value".- time_col
Column name for time when
xis a data frame. Default"monyear". Parsed byparse_monyear()if character.- detrend
Logical. Subtract a linear trend before analysis. Default
TRUE.- ofac
Integer oversampling factor for the frequency grid. Default
10. Higher values give finer frequency resolution.- period_min
Minimum period (in months) to consider. Default
4.- period_max
Maximum period (in months) to consider. Default
60.- ...
Additional arguments (ignored).
Value
A list with class "hmis_ls_periodicity" containing:
- is_periodic
Logical.
TRUEif Baluev FAP < 0.05.- dominant_period
Period (months) at the highest LS power.
- peak_power
Lomb-Scargle normalised power at the dominant peak.
- fap
Baluev (2008) false-alarm probability of the peak.
- frequencies
Data frame of frequency grid with columns
frequency,period,power.- n
Number of observations used.
- detrended
Whether linear detrending was applied.
References
Scargle, J.D. (1982). Studies in astronomical time series analysis. II. Statistical aspects of spectral analysis of unevenly spaced data. The Astrophysical Journal, 263, 835–853.
Baluev, R.V. (2008). Assessing the statistical significance of periodogram peaks. Monthly Notices of the Royal Astronomical Society, 385, 1279–1285.