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Projection-based blind deconvolution
Journal of the Optical Society of America A, 1994We present a new projection-based algorithm for solving the classical blind-deconvolution problem. In our approach all known a priori information about both the unknown source and the blurring functions is expressed through constraint sets. In computer simulations the algorithm performed well even when the prior information was not accurate. To see how
Yongyi Yang +2 more
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Blind deconvolution under band limitation
Optics Letters, 2003A blind deconvolution problem is newly stated with the following conditions: the point-spread function is band limited, both the object and the point-spread function are nonnegative, and the solution is to be a diffraction-limited object. A blind deconvolution method was developed that can easily be applied to problems in optics because of the ...
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Sparsity-Based Blind Deconvolution
2014In the previous chapters our focus was on overcoming the tendency of joint MAP estimator to give trivial solutions by choosing an appropriate PSF regularizer and the regularization factor, and the convergence analysis of the resulting optimization problem.
Subhasis Chaudhuri +2 more
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Iteratively reweighted blind deconvolution
2013 IEEE International Conference on Image Processing, 2013Traditional blind deconvolution techniques rely on a statistical model that relates the measured data to the pristine scene whose reconstruction is sought. If the data is not consistent with this forward model, then the reconstruction is badly degraded.
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Blind deconvolution and phase retrieval
1988Theoretical and practical aspects of identifying and deconvolving a convolution in more than one-dimension are presented. In contrast to conventional techniques which require knowledge of the blurring function, this thesis describes techniques for "blind" deconvolution.
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Blind Deblurring and Deconvolution
Signal Recovery and Synthesis, 1995Many imaging systems in use today acquire data that are related to a desired object function f(·) through the linear relationship where h(·,·; θ) is the point-spread function for the imaging system, and θ is a collection of system parameters – some or all of which may be unknown – that characterize the system and, hence, its point-spread function.
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Blind Signal Separation and Blind Deconvolution
2001This chapter introduces basic concepts, criteria, and algorithms for Blind signal separation (BSS) and blind deconvolution and explores relationships between the BSS and blind deconvolution tasks. The chapter considers open issues and challenges within these related fields. BSS is sometimes used interchangeably with independent component analysis (ICA),
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