Dedicated breast computed tomography: Volume image denoising via a partial-diffusion equation based technique

Jessie Q. Xia, Joseph Y. Lo, Kai Yang, Carey E. Floyd, John M Boone

Research output: Contribution to journalArticle

23 Scopus citations

Abstract

Dedicated breast computed tomography (CT) imaging possesses the potential for improved lesion detection over conventional mammograms, especially for women with dense breasts. The breast CT images are acquired with a glandular dose comparable to that of standard two-view mammography for a single breast. Due to dose constraints, the reconstructed volume has a non-negligible quantum noise when thin section CT slices are visualized. It is thus desirable to reduce noise in the reconstructed breast volume without loss of spatial resolution. In this study, partial diffusion equation (PDE) based denoising techniques specifically for breast CT were applied at different steps along the reconstruction process and it was found that denoising performed better when applied to the projection data rather than reconstructed data. Simulation results from the contrast detail phantom show that the PDE technique outperforms Wiener denoising as well as adaptive trimmed mean filter. The PDE technique increases its performance advantage relative to Wiener techniques when the photon fluence is reduced. With the PDE technique, the sensitivity for lesion detection using the contrast detail phantom drops by less than 7% when the dose is cut down to 40% of the two-view mammography. For subjective evaluation, the PDE technique was applied to two human subject breast data sets acquired on a prototype breast CT system. The denoised images had appealing visual characteristics with much lower noise levels and improved tissue textures while maintaining sharpness of the original reconstructed volume.

Original languageEnglish (US)
Pages (from-to)1950-1958
Number of pages9
JournalMedical Physics
Volume35
Issue number5
DOIs
StatePublished - 2008

Keywords

  • Breast CT
  • Breast imaging
  • PDE
  • Volume noise removal

ASJC Scopus subject areas

  • Biophysics

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