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Deconvolution

In mathematics, deconvolution is the inverse of convolution. Both operations are used in signal processing and image processing. For example, it may be possible to recover the original signal after a filter (convolution) by using a deconvolution method with a certain degree of accuracy. Due to the measurement error of the recorded signal or image, it can…

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Deconvolution

Nodes74
Edges73
Triples60
Avg. degree1.97
Density0.027027
Components1

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Deconvolution

Top relations

related to Seismology · 14
Deconvolution → By, Earth's, Earth-reflectivity, Enders Robinson, Fourier, He, In, MIT, Norbert Wiener, Norman Levinson, Paul Samuelson, The, This, Thus
related to Raw deconvolution · 8
Deconvolution → By, Finally, Fourier, Laplace, Note, This, Using, When
related to Optics and other imaging · 7
Deconvolution → Early Hubble Space Telescope, If, In, It, PSF, The, Usually
related to Deconvolution with noise · 6
Deconvolution → However, If, In, That, The, Wiener
related to Description · 6
Deconvolution → However, If, In, The, This, Usually
related to Fourier transform aspects · 6
Deconvolution → An, Division, Fourier, Lorentzian, NMR, This
related to Biology, physiology and medical devices · 3
Deconvolution → Another, For, Typical
see also · 3
Deconvolution → ConvolutionBit, Filter, Lucy
is a · 2
Deconvolution → inverse of convolution, well-established image restoration technique in astronomy
related to Absorption spectra · 2
Deconvolution → German, The Van Cittert

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image signal convolution function filter wiener psf may fourier usually used recorded solution time also inverse estimate domain data point

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SubjectPredicateObjectConfidenceSrc
Deconvolutionis ainverse of convolution0.90text
Deconvolutionis awell-established image restoration technique in astronomy0.90text
Wiener deconvolutioninstance ofthe estimate of ƒ can be improved through techniques0.80text
laser pulsed terahertz systemsinstance ofare the most common non-iterative algorithms.For some specific imaging systems0.80text
PSF can be modeled mathematicallyinstance ofare the most common non-iterative algorithms.For some specific imaging systems0.80text
Deconvolutionrelated to Absorption spectraThe Van Cittert0.60section
Deconvolutionrelated to Absorption spectraGerman0.60section
Deconvolutionrelated to Biology, physiology and medical devicesTypical0.60section
Deconvolutionrelated to Biology, physiology and medical devicesFor0.60section
Deconvolutionrelated to Biology, physiology and medical devicesAnother0.60section
Deconvolutionrelated to Deconvolution with noiseIn0.60section
Deconvolutionrelated to Deconvolution with noiseIf0.60section

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