[PAR] [TLE] Generalized Wiener filter [SEP] The Wiener filter as originally proposed by Norbert Wiener is a signal processing filter which uses knowledge of the statistical properties of both the signal and the noise to reconstruct an optimal estimate of the signal from a noisy one-dimensional time-ordered data stream.  The generalized Wiener filter generalizes the same idea beyond the domain of one-dimensional time-ordered signal processing, with two-dimensional image processing being the most common application. [PAR] [TLE] Norbert Wiener [SEP] Norbert Wiener (November 26, 1894 – March 18, 1964) was an American mathematician and philosopher.  He was a professor of mathematics at MIT.  A famous child prodigy, Wiener later became an early researcher in stochastic and mathematical noise processes, contributing work relevant to electronic engineering, electronic communication, and control systems.
[PAR] [TLE] Generalized Wiener filter [ SEP ] The Wiener filter as originally proposed by Norbert Wiener is a signal processing filter which uses knowledge of the statistical properties of both the signal and the noise to reconstruct an optimal estimate of the signal from a noisy one - dimensional time - ordered data stream . The generalized Wiener filter generalizes the same idea beyond the domain of one - dimensional time - ordered signal processing , with two - dimensional image processing being the most common application . [PAR] [TLE] Norbert Wiener [ SEP ] Norbert Wiener ( November 26 , 1894 – March 18 , 1964 ) was an American mathematician and philosopher . He was a professor of mathematics at MIT . A famous child prodigy , Wiener later became an early researcher in stochastic and mathematical noise processes , contributing work relevant to electronic engineering , electronic communication , and control systems .
The idea proposed by an American Mathematician and philosopher included knowledge of what kind of properties?
The idea proposed by an American Mathematician and philosopher included knowledge of what kind of properties ?
statistical
statistical