• DocumentCode
    2036142
  • Title

    A new technique for enhanced regularized image restoration

  • Author

    Hadhoud, Mohiy M. ; Dessouky, Moawad I. ; El-Samie, Fathi E Abd ; El-Khamy, Said E.

  • Author_Institution
    Dept. of Electron. & Electr. Commun., Menoufia Univ., Menouf, Egypt
  • fYear
    2002
  • fDate
    2002
  • Firstpage
    318
  • Lastpage
    325
  • Abstract
    The pivoting problem encountered in regularized image restoration is how to evaluate the regularization parameter. Existing methods for evaluating this regularization parameter are categorized to two main groups; methods that require knowledge of the noise variance in the degraded image and methods that do not. This paper suggests a new approach for choosing the regularization parameter. It depends on maximizing the power in the restored image by the coincidence of the passband of the regularization filter with the frequency band in which most of the image power exists. The suggested method has an iterative nature and requires no a priori knowledge of the noise variance, which may be inexact. Results show that the estimated value of the regularization parameter coincides. with the minimum of the mean squared error and results in enhanced image restoration.
  • Keywords
    band-pass filters; image enhancement; image restoration; iterative methods; mean square error methods; optimisation; parameter estimation; random noise; band pass filter; degraded image; enhanced image restoration; mean squared error; noise variance; parameter estimation; power maximization; regularization parameter; regularized image restoration; Band pass filters; Cost function; Degradation; Equations; Fourier transforms; Frequency; Image restoration; Iterative methods; Passband; Signal restoration;
  • fLanguage
    English
  • Publisher
    ieee
  • Conference_Titel
    Radio Science Conference, 2002. (NRSC 2002). Proceedings of the Nineteenth National
  • Print_ISBN
    977-5031-72-9
  • Type

    conf

  • DOI
    10.1109/NRSC.2002.1022638
  • Filename
    1022638