Self-comment: > The denoted "sigma" is likely to be a measure of the half width of the > fitted parabola, extrapolated to the zero signal level (P=0), then > normalized by the degree of freedom (probably assuming the deviation from > the periodic signal is random and uncorrelated). Fourier power should become zero when a shift in trial frequency makes an effective phase shift of pi (period/2) to the observed data. So this would approximate Dr. Mennickent's estimate (vsnet-chat 234) disregarding the factor arising from the number of observed points. > A good feeling of the error can be obtained from (order of magnitude) > P*P/2*T, being P the period and T the range of observing time. Regards, Taichi Kato