Feasibility analysis on simultaneous electron density and attenuation coefficient reconstruction

Med Phys. 2021 Nov;48(11):7236-7249. doi: 10.1002/mp.15251. Epub 2021 Oct 11.

Abstract

Purpose: Creating a viable reconstruction method for Compton scatter tomography remains challenging. Accounting for scatter attenuation when the underlying attenuation map is not known is particularly challenging, and current mathematical approaches to this vary widely. This work explores a novel approach to joint scatter and attenuation image reconstruction, which leverages the underlying structural similarity between the two images and incorporates a deep learning model in an alternating iterative reconstruction scheme.

Methods: A single-view computed tomography (CT) imaging procedure for recording Compton scatter is first described. A joint reconstruction model, which iterates between algebraically reconstructing scatter images and estimating the attenuation via deep learning, is then proposed. This model is tested on both a generated dataset of 2D phantom images designed to mimic human tissues as well as a realistically simulated dataset based on real CT images.

Results: Testing results yield convergence of the model and decent reconstruction quality to distinguish crucial features such as tumors and lesions, demonstrating the potential principled utilities of this configuration and deep learning approach. The model achieved a structural similarity index measure of at least 0.82 for scatter and 0.88 for attenuation reconstructions with the realistically simulated dataset.

Conclusion: The iterative, deep learning approach outlined in this work shows potential for future efficient medical imaging procedures, reconstructing images with limited scatter information.

Keywords: compton tomography; deep learning; deep reconstruction; joint scatter and attenuation reconstruction.

MeSH terms

  • Algorithms
  • Electrons*
  • Feasibility Studies
  • Humans
  • Image Processing, Computer-Assisted*
  • Phantoms, Imaging
  • Scattering, Radiation
  • Tomography, X-Ray Computed