Explore: Gabor Transforms

The Gabor transform, named after Dennis Gabor, is a special case of the short-time Fourier transform. It is used to determine the sinusoidal frequency

In image processing, a Gabor filter, named after Dennis Gabor, who first proposed it as a 1D filter. The Gabor filter was first generalized to 2D by Gösta

combination of the two transforms that has high clarity and no cross term problem. Since the cross term does not appear in the Gabor transform, the time frequency

Dennis Gabor (/ˈɡɑːbɔːr, ɡəˈbɔːr/ GAH-bor, gə-BOR; Hungarian: Gábor Dénes [ˈɡaːbor ˈdeːnɛʃ]; 5 June 1900 – 9 February 1979) was a Hungarian-British physicist

the S transform makes clear the relationship to other time frequency transforms such as the Fourier, short time Fourier, and wavelet transforms. There

time-frequency transforms: Cone-shape distribution function Constant-Q transform Fractional Fourier transform Gabor transform Newland transform S transform Wavelet

of transforms in mathematics. Abel transform Aboodh transform Bateman transform Fourier transform Fourier cosine transform Fourier sine transform Fractional

Wigner distribution function, Gabor–Wigner distribution function, and so on (see Gabor–Wigner transform). Hilbert–Huang transform More information about the

scientific terms named after Dennis Gabor Gabor atom Gabor filter, a linear filter used in image processing Gabor transform Gabor Medal, a medal of Royal Society

Gabor wavelets are wavelets invented by Dennis Gabor using complex functions constructed to serve as a basis for Fourier transforms in information theory