Abstract

Computed tomography (CT) image reconstruction and restoration are very important in medical image processing, and are associated together to be an inverse problem. Image iterative reconstruction is a key tool to increase the applicability of CT imaging and reduce radiation dose. Nevertheless, traditional image iterative reconstruction methods are limited by the sampling theorem and also the blurring of projection data will propagate unhampered artifact in the reconstructed image. To overcome these problems, image restoration techniques should be developed to accurately correct a wide variety of image degrading effects in order to effectively improve image reconstruction. In this paper, a blind image restoration technique is embedded in the compressive sensing CT image reconstruction, which can result in a high-quality reconstruction image using fewer projection data. Because a small amount of data can be obtained by radiation in a shorter time, high-quality image reconstruction with less data is equivalent to reducing radiation dose. Technically, both the blurring process and the sparse representation of the sharp CT image are first modeled as a serial of parameters. The sharp CT image will be obtained from the estimated sparse representation. Then, the model parameters are estimated by a hierarchical Bayesian maximum posteriori formulation. Finally, the estimated model parameters are optimized to obtain the final image reconstruction. We demonstrate the effectiveness of the proposed method with the simulation experiments in terms of the peak signal to noise ratio (PSNR), and structural similarity index (SSIM).

Highlights

  • Computed tomography (CT) images are widely used in clinical diagnosis [1]

  • A blind image restoration technique is embedded in the compressive sensing CT image reconstruction, which can result in a high-quality reconstruction image using fewer projection data

  • We demonstrate the effectiveness of the proposed method with the simulation experiments in terms of the peak signal to noise ratio (PSNR), and structural similarity index (SSIM)

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Summary

Introduction

CT (computed tomography) images are widely used in clinical diagnosis [1]. radiation exposure and the associated risk of cancer for patients in CT scans have already been one of the focusing concerns for medical and scientific research. A mechanism for eliminating the influence of the point spread function, was inserted into the iterative CT image reconstruction technique to form an optimization problem [12] This method is appropriate in certain settings when the point spread function is known, and the measured noisy projection data satisfies the Nyquist sampling theorem. TV (total variation) transform [13], and wavelet transform [14] are the two most commonly used sparse representation methods These CS algorithms have not considered for the point spread function, and the degradation caused by the point spread function can seriously affect the quality of the reconstruction image. To solve the CT reconstruction problem based on CS when the point spread function is unknown, a blind image restoration technique was embedded into the iterative process of compressive sensing CT image reconstruction.

CT Image Blind Restoration and Reconstruction
The Hierarchical Bayesian MAP
9: Sampling e
Results
Results of the point spread function in Figure
Conclusions
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