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wiener filter
noun
A filter that takes a statistical approach to filtering out noise that has corrupted a signal.
Exact(60)
Wiener filter theory.
The Wiener filter approach is used to cancel the noise.
This is a Wiener filter in the limit of a very high SNR.
The Wiener filter is synthesized by computing the optimum weights from the signal characteristics.
This multiplication of the images by the CTF is actually a Wiener filter in the limit of a very poor SNR.
In general, knowledge of some statistical parameters of the underlying signal and noise are required to compute the Wiener filter.
By applying the general singular value decomposition (GSVD), we show the relation between the proposed approach and the Wiener filter.
Spectral factorization plays an important role in many applications such as Wiener filter design, prediction, and estimation.
Some interesting results for matrix inversion are derived and used to reduce the complexity of the Wiener filter expression.
Fig. 2 Wiener filter reconstruction.
Standard and parametric Wiener filter deconvolution.
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