• DocumentCode
    1679304
  • Title

    Denoising by averaging reconstructed images: Using Singularity Function Analysis

  • Author

    Shafiee, Masoud ; Karami, Mohammad Reza ; Kangarloo, Kaveh

  • Author_Institution
    Central Tehran Branch, Islamic Azad Univ., Tehran, Iran
  • fYear
    2013
  • Firstpage
    279
  • Lastpage
    283
  • Abstract
    A newfound method of denoising that based on Averaging Reconstructed Image (AVREC), is used. The approach was proposed on signals, approximately about last decade, Since 2004. In definition (procedure), first of all, we divide the spectrum of noisy image into several images that can be then, reconstructed with 2-D Singularity Function Analysis (SFA) model. Among this mathematical model, each matrix or a discrete set of data, represents as a weighted sum of singularity functions. In image denoising field, this technique, rebuilt all lost high frequencies parameters that are essential. Illustrate each new image, as a sum of noise-free image and the small noise. So on, we can then, denoise image by averaging reconstructed ones. Both theoretical and experimental results on standard gray-scale images, confirm the advantages (benefits) of this approach as an applicable method of denoising.
  • Keywords
    image denoising; image reconstruction; 2D singularity function analysis model; AVREC; SFA model; averaging reconstructed image; discrete dataset; gray-scale images; image denoising field; mathematical model; noise-free image sum; weighted singularity function sum; Filtering theory; Image reconstruction; Noise measurement; Noise reduction; Signal to noise ratio; Transforms; Image Processing; SFA(Singularity Function Analysis); denoising; reconstruction;
  • fLanguage
    English
  • Publisher
    ieee
  • Conference_Titel
    Machine Vision and Image Processing (MVIP), 2013 8th Iranian Conference on
  • Conference_Location
    Zanjan
  • ISSN
    2166-6776
  • Print_ISBN
    978-1-4673-6182-8
  • Type

    conf

  • DOI
    10.1109/IranianMVIP.2013.6779995
  • Filename
    6779995