Abstract

In this study, we investigate the application of multi-parametric anato-functional (MR-PET) priors for the maximum a posteriori (MAP) reconstruction of brain PET data in order to address the limitations of the conventional anatomical priors in the presence of PET-MR mismatches. In addition to partial volume correction benefits, the suitability of these priors for reconstruction of low-count PET data is also introduced and demonstrated, comparing to standard maximum-likelihood (ML) reconstruction of high-count data. The conventional local Tikhonov and total variation (TV) priors and current state-of-the-art anatomical priors including the Kaipio, non-local Tikhonov prior with Bowsher and Gaussian similarity kernels are investigated and presented in a unified framework. The Gaussian kernels are calculated using both voxel- and patch-based feature vectors. To cope with PET and MR mismatches, the Bowsher and Gaussian priors are extended to multi-parametric priors. In addition, we propose a modified joint Burg entropy prior that by definition exploits all parametric information in the MAP reconstruction of PET data. The performance of the priors was extensively evaluated using 3D simulations and two clinical brain datasets of [18F]florbetaben and [18F]FDG radiotracers. For simulations, several anato-functional mismatches were intentionally introduced between the PET and MR images, and furthermore, for the FDG clinical dataset, two PET-unique active tumours were embedded in the PET data. Our simulation results showed that the joint Burg entropy prior far outperformed the conventional anatomical priors in terms of preserving PET unique lesions, while still reconstructing functional boundaries with corresponding MR boundaries. In addition, the multi-parametric extension of the Gaussian and Bowsher priors led to enhanced preservation of edge and PET unique features and also an improved bias-variance performance. In agreement with the simulation results, the clinical results also showed that the Gaussian prior with voxel-based feature vectors, the Bowsher and the joint Burg entropy priors were the best performing priors. However, for the FDG dataset with simulated tumours, the TV and proposed priors were capable of preserving the PET-unique tumours. Finally, an important outcome was the demonstration that the MAP reconstruction of a low-count FDG PET dataset using the proposed joint entropy prior can lead to comparable image quality to a conventional ML reconstruction with up to 5 times more counts. In conclusion, multi-parametric anato-functional priors provide a solution to address the pitfalls of the conventional priors and are therefore likely to increase the diagnostic confidence in MR-guided PET image reconstructions.

Highlights

  • The recently introduced simultaneous clinical PET-MR imaging systems are able to provide molecular imaging data and complementary multi-parametric (MP) MRI information

  • Given the simultaneity and complementary nature of PET-MR data, we proposed the novel idea of MP priors to cope with PET-MR mismatches; (iii) evaluation of the maximum a posteriori (MAP) reconstructions using the same optimization algorithm and the same simulations and clinical datasets, given that a comparison of these priors is still missing in the literature; and (iv) application of anatomically guided PET reconstruction for partial volume correction (PVC) and for reducing the PET scan time or injected dose

  • There is no ground truth image we qualitatively evaluated the performance of T1-MR guided and MP MR guided PET image reconstruction compared to the standard maximum likelihood expectation maximization (MLEM) reconstruction

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Summary

Introduction

The recently introduced simultaneous clinical PET-MR (positron emission tomography— magnetic resonance) imaging systems are able to provide molecular imaging data and complementary multi-parametric (MP) MRI information. The MRI data can be exploited to guide PET image reconstruction and help reduce the noise and resolution blurring that usually degrade the quality of PET images. The PET data are mainly reconstructed using the maximum likelihood expectation maximization (MLEM) algorithm and point spread function (PSF) resolution modelling (Reader et al 2002). Bayesian maximum a posteriori (MAP) image reconstruction has been explored to reduce noise and stabilize the ML solution using a priori knowledge of the unknown image, such as how smooth it is or what it should look like. A prior that encourages this property, such as a quadratic Markov random field (MRF) prior, attempts to suppress large local differences between voxels on the basis that they are probably due to noise. Some of the local differences are associated with legitimate image boundaries which should be preserved during image reconstruction

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