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・ Spectral phase interferometry for direct electric-field reconstruction
・ Spectral power distribution
・ Spectral printing
・ Spectral purity
・ Spectral pygmy chameleon
・ Spectral radius
・ Spectral regrowth
・ Spectral rendering
・ Spectral resolution
・ Spectral risk measure
・ Spectral Sciences Incorporated
・ Spectral sensitivity
・ Spectral sequence
・ Spectral set
・ Spectral shape analysis
Spectral signal-to-noise ratio
・ Spectral signature
・ Spectral slope
・ Spectral Sound
・ Spectral space
・ Spectral splatter
・ Spectral tarsier
・ Spectral test
・ Spectral theorem
・ Spectral theory
・ Spectral theory of compact operators
・ Spectral theory of ordinary differential equations
・ Spectral triple
・ Spectral Visions of Mental Warfare
・ Spectral width


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Spectral signal-to-noise ratio : ウィキペディア英語版
Spectral signal-to-noise ratio
In applied mathematics, the two-dimensional Spectral signal-to-noise ratio (SSNR) measures the normalised cross-correlation coefficient between several two-dimensional images over corresponding rings in Fourier space as a function of spatial frequency . It is a multi-particle extension of the Fourier ring correlation (FRC), which is related to the Fourier shell correlation. The SSNR is a popular method for finding the resolution of a class average in cryo-electron microscopy.
== Calculation ==

:
SSNR (r)
=
\frac\right|^2}
\sum_\sum__}\right|^2}} -1


where F_ is the complex structure Factor for image k for a pixel r_i at radius R. It is possible convert the SSNR into an equivalent FRC using the following formula:
:
FRC = \frac


抄文引用元・出典: フリー百科事典『 ウィキペディア(Wikipedia)
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