Acta Photonica Sinica, Volume. 31, Issue 4, 492(2002)
POISSON-MAP SUPER-RESOLUTION IMAGE RESTORATION ALGORITHM WITH MARKOV CONSTRAINT
[1] [1] Hunt B R.Super-resolution of images,algorithm,principles,performance.International Journal of Imaging Systems and Technology,1995,6(4):297~304
[2] [2] Harris J L.Diffraction and resolving power.Journal of the Optical Society of America,1964,54(7):931~936
[3] [3] Sezan M I,Stark H.Image restoration by the method of convex projections:part 2-applications,and numericalresults.IEEE Transactions on Medical Imaging,1982,MI-1(2):95~101
[4] [4] Abbiss J B,Brames B J,et al.Superresolution algorithms for a modified hopfield neural network.IEEE Trans onSignal Processing,1991,39(7):1516~1523
[5] [5] Hunt B R,Sementill P.Description of a Poisson imagery super-resolution algorithm:Astronomical data analysissoftware and systems I.San Francisco: Astronomical Society of the Pacific,1992,25:196~199
[6] [6] Hunt B R,Sheppard D G.Multiframe Poisson MAP deconvolution of astronomical images.Proceedings of the 1996IEEE International Conference in Image Processing ,1996,3(1):109~111
[7] [7] Pan M C,Lettington A H.Efficient method for improving Poisson MAP super-resolution.Electronics Letters,1999,35(10):803~805
[8] [8] Geman S,Geman D.Stochastic relaxation,Gibbs distribution and Bayesian restoration of images.IEEE Trans PatternAnal Mach Intell,1984,PAMI(6):721~741
[9] [9] Teboul S,Blance-Feraud L,Aubert G,et al.Variational approach for edge-preserving regularization using coupledPDE′s.IEEE Trans Image Proc,1998,7(3):387~397
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[in Chinese], [in Chinese], [in Chinese], [in Chinese], [in Chinese]. POISSON-MAP SUPER-RESOLUTION IMAGE RESTORATION ALGORITHM WITH MARKOV CONSTRAINT[J]. Acta Photonica Sinica, 2002, 31(4): 492