A relationship between the Jurkevich periodogram and the Fourier transform spectral estimator

Details A relationship between the Jurkevich periodogram and the Fourier transform spectral estimator A relationship between the Jurkevich periodogram and the Fourier transform spectral estimator

Apr 1985

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1985aj.....90..675s&link_type=abstract

Astronomical Journal (ISSN 0004-6256), vol. 90, April 1985, p. 675-679.

Astronomy and Astrophysics

Astronomy

7

Astronomy, Fourier Analysis, Periodic Variations, Spectrum Analysis, Fourier Transformation, Integral Equations, Random Noise, Sine Waves

Scientific paper

The mathematical relationship between the Jurkevich periodogram and a conventional Fourier analysis of the same spectrometric data is examined. It is shown that the only approximation required for the Jurkevich/Fourier relationship is the distribution of the data points across the Jurkevich bins. The effect of the number of Jurkevich bins on periodogram structure is discussed, and various effects related to the phase of the Fourier spectrum are explored.

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