Comparison between Xavier's and Vladimir's SFTs

Overview

I compared SFT generated by Xavier's program and mine.

The power plots describe the difference between power computed from the output of two programs. The SFT plots describe the distance between two coefficients as complex numbers.

Two flavors of plots are available for comparison:

• "Absolute" plots divide the value by a fixed number that is the same for all plots of this type. This value corresponds (to within 2%) to the 10^-21 level of power (see earlier plots).
• Relative plots divide the value by the value of power (or square root of it, as appropriate) computed using Vladimir's data.

Power
Entire frequency range
Absolute	Relative
200 Hz - 400 Hz
Absolute	Relative
250 Hz - 255 Hz
Absolute	Relative
251.25 Hz - 251.35 Hz
Absolute	Relative
SFT
Entire frequency range
Absolute	Relative
200 Hz - 400 Hz
Absolute	Relative
250 Hz - 255 Hz
Absolute	Relative
251.25 Hz - 251.35 Hz
Absolute	Relative

Power plots

Power in 251.25 Hz - 251.35 Hz
Xavier's data	Vladimir's data
Real part of Fourier coefficients in 251.25 Hz - 251.35 Hz
Xavier's data	Vladimir's data
Phase 251.25 Hz - 251.35 Hz
Xavier's data	Vladimir's data
Same as previous two graphs, but using different plot style
Xavier's data	Vladimir's data