1988
DOI: 10.1364/ol.13.000547
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Iterative blind deconvolution method and its applications

Abstract: A simple iterative technique has been developed for blind deconvolution of two convolved functions. The method is described, and a number of results obtained from a computational implementation are presented. Some further possible applications are indicated.

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Cited by 640 publications
(349 citation statements)
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“…The constraint is applied before the reconstruction algorithm used to update the PSF, so that it can be used together with others constraints (an example is the constraint on the Fourier support of the PSF given in Desiderà et al 2006) and/or within different kind of blind deconvolution algorithms (Jefferies & Christou 1993;Ayers 1988;Holmes 1992;Tsumuraya et al 1994;Fisch et al 1995;Biggs & Andrews 1998).…”
Section: Discussionmentioning
confidence: 99%
“…The constraint is applied before the reconstruction algorithm used to update the PSF, so that it can be used together with others constraints (an example is the constraint on the Fourier support of the PSF given in Desiderà et al 2006) and/or within different kind of blind deconvolution algorithms (Jefferies & Christou 1993;Ayers 1988;Holmes 1992;Tsumuraya et al 1994;Fisch et al 1995;Biggs & Andrews 1998).…”
Section: Discussionmentioning
confidence: 99%
“…The estimate of the object's image can be updated by an iterative method similar to that proposed by Ayers & Dainty (1988) for blind deconvolution, in which the estimates of the object and the PSF are updated alternately through the inverse filter and the nonnegative constraint. We apply a nonnegative constraint, represented by a transformation Nnc½· , to the object's image as estimated above, that is,…”
Section: Data Processing and Resultsmentioning
confidence: 99%
“…The ROI, which is previously established by the user, may be the whole scene or some portion of it. Much work has been published in the field of PSF estimation and blind deconvolution techniques, aimed at tackling the defocus estimation problem [19,20,21,22,23]. The problem faced here is in fact one of parametric PSF estimation with a single parameter.…”
Section: Defocus Estimationmentioning
confidence: 99%