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- Gabor–Wigner_transform abstract "The Gabor transform, named after Dennis Gabor, and the Wigner distribution function, named after Eugene Wigner, are both tools for time-frequency analysis. Since the Gabor transform does not have high clarity, and the Wigner distribution function has a cross term problem[2], a 2007 study by S. C. Pei and J. J. Ding proposed a new combination of the two transforms that has high clarity and no cross term problem.[2]Since the cross term does not appear in the Gabor transform, the time frequency distribution of the Gabor transform can be used as a filter to filter out the cross term in the output of the Wigner distribution function.".
- Gabor–Wigner_transform wikiPageID "15232604".
- Gabor–Wigner_transform wikiPageRevisionID "591534584".
- Gabor–Wigner_transform subject Category:Integral_transforms.
- Gabor–Wigner_transform comment "The Gabor transform, named after Dennis Gabor, and the Wigner distribution function, named after Eugene Wigner, are both tools for time-frequency analysis. Since the Gabor transform does not have high clarity, and the Wigner distribution function has a cross term problem[2], a 2007 study by S. C. Pei and J. J.".
- Gabor–Wigner_transform label "Gabor–Wigner transform".
- Gabor–Wigner_transform label "加伯 韋格納轉換".
- Gabor–Wigner_transform sameAs Gabor%E2%80%93Wigner_transform.
- Gabor–Wigner_transform sameAs Q5515482.
- Gabor–Wigner_transform sameAs Q5515482.
- Gabor–Wigner_transform wasDerivedFrom Gabor–Wigner_transform?oldid=591534584.