2019 International Conference on Vision Towards Emerging Trends in Communication and Networking (ViTECoN) 2019
DOI: 10.1109/vitecon.2019.8899689
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Application of Wiener Filter Making Signals Orthogonal

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Cited by 2 publications
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“…Direct inverse filtering will cause the final result to be dominated by noise and cannot reconstruct the original signal i reliably. In order to solve this problem, a variety of algorithms have been developed, including the Wiener filtering algorithm (Reddy & Jayaraman, 2019;Olivo et al, 2000), least-squares filtering algorithm (Shruthi & Satheeshkumar, 2017), geometric mean-square filtering algorithm (Suman et al, 2014), total variational algorithm (Perrone & Favaro, 2014) and continuous Fourier transform algorithm (Wang et al, 2023). The basic principle of these algorithms is to suppress degraded signals at high frequencies, but there are also some problems with these algorithms.…”
Section: Related Workmentioning
confidence: 99%
“…Direct inverse filtering will cause the final result to be dominated by noise and cannot reconstruct the original signal i reliably. In order to solve this problem, a variety of algorithms have been developed, including the Wiener filtering algorithm (Reddy & Jayaraman, 2019;Olivo et al, 2000), least-squares filtering algorithm (Shruthi & Satheeshkumar, 2017), geometric mean-square filtering algorithm (Suman et al, 2014), total variational algorithm (Perrone & Favaro, 2014) and continuous Fourier transform algorithm (Wang et al, 2023). The basic principle of these algorithms is to suppress degraded signals at high frequencies, but there are also some problems with these algorithms.…”
Section: Related Workmentioning
confidence: 99%
“…While in Wiener filter, is a statistically based filter for filtering out the noise that has damaged a signal and this filter can be used to obtain the desired frequency response. Wiener filter takes a distinct method to filter by filtering from a different angle [24,25]. Thus, it is necessary to understand the spectral features of the original signal and noise to perform filtering operations.…”
Section: Spatial Filtermentioning
confidence: 99%