| Literature DB >> 31417346 |
Abstract
Positron emission tomography (PET) and magnetic resonance imaging (MRI) are established imaging modalities for the study of neurological disorders, such as epilepsy, dementia, psychiatric disorders and so on. Since these two available modalities vary in imaging principle and physical performance, each technique has its own advantages and disadvantages over the other. To acquire the mutual complementary information and reinforce each other, there is a need for the fusion of PET and MRI. This combined dual-modality (either sequential or simultaneous) could generate preferable soft tissue contrast of brain tissue, flexible acquisition parameters, and minimized exposure to radiation. The most unique superiority of PET/MRI is mainly manifested in MRI-based improvement for the inherent limitations of PET, such as motion artifacts, partial volume effect (PVE) and invasive procedure in quantitative analysis. Head motion during scanning significantly deteriorates the effective resolution of PET image, especially for the dynamic scan with lengthy time. Hybrid PET/MRI device can offer motion correction (MC) for PET data through MRI information acquired simultaneously. Regarding the PVE associated with limited spatial resolution, the process and reconstruction of PET data can be further optimized by using acquired MRI either sequentially or simultaneously. The quantitative analysis of dynamic PET data mainly relies upon an invasive arterial blood sampling procedure to acquire arterial input function (AIF). An image-derived input function (IDIF) method without the need of arterial cannulization, can serve as a potential alternative estimation of AIF. Compared with using PET data only, combining anatomical or functional information from MRI for improving the accuracy in IDIF approach has been demonstrated. Yet, due to the interference and inherent disparity between the two modalities, these methods for optimizing PET image based on MRI still have many technical challenges. This review discussed upon the most recent progress, current challenges and future directions of MRI-driven PET data optimization for neurological applications, with either sequential or simultaneous acquisition approach.Entities:
Keywords: image-derived input function (IDIF); magnetic resonance imaging (MRI); motion correction (MC); multimodal imaging; neuroimaging; partial volume effect (PVE); positron emission tomography (PET)
Year: 2019 PMID: 31417346 PMCID: PMC6684790 DOI: 10.3389/fnins.2019.00782
Source DB: PubMed Journal: Front Neurosci ISSN: 1662-453X Impact factor: 4.677
FIGURE 1Schematic of MRMC procedures. MRI tracking sequences can be used to monitor the head motion during PET scanning. Each time point when head motion is beyond a default threshold is determined as a symbol of actual movement and a framing boundary for the recombination of the list-mode PET images. By this means, the successive PET raw data are divided into a series of discrete temporal subunits, each of which maintains a specific fixed head pose. Then, the process of MRMC for PET data either within-reconstruction or post-reconstruction is completed by assembling all the framed PET images into a single PET image.
Studies on MRI-based partial volume correction for PET neuroimaging.
| Voxel-based PVC | Gray matter PET algorithm determined by MRI | |
| Within-reconstruction PVC | Spatially-variant penalized-likelihood method for tomographic image reconstruction based on a weighted Gibbs penalty | |
| Within-reconstruction PVC | A model for Bayesian reconstruction with MRI anatomical priors | |
| Within-reconstruction PVC | A modified Bayesian reconstruction called the “weighted line site” method using the prior boundary information | |
| Voxel-based PVC | Two or four-compartment extension of gray matter PET algorithm | |
| Within-reconstruction PVC | Region labeling approach by assigning higher prior probabilities | |
| Within-reconstruction PVC | Minimum cross-entropy reconstruction | |
| Within-reconstruction PVC | Markov-GEM algorithm and Gauss- EM algorithm | |
| Within-reconstruction PVC | Tissue composition model using segmented MR images | |
| Region-based PVC | GTM method based on the principles of linear systems and pairwise interaction between identifiable regions | |
| Within-reconstruction PVC | A novel EM2 algorithm | |
| Voxel-based PVC | Comparison among M-PVEc, MG-PVEc, RPVEc and mMG-PVEc | |
| Within-reconstruction PVC | Anatomy-based maximum-a-posteriori reconstruction algorithm using segmented MR images | |
| Voxel-based PVC | 2D mutual multiresolution analysis | |
| Within-reconstruction PVC | MAP reconstruction using mutual information and joint entropy to define anatomical priors | |
| Within-reconstruction PVC | One-step-late MAP algorithm with the joint entropy | |
| Voxel-based PVC | The synergistic use of functional and structural data based on the multiresolution property of the wavelet transform | |
| Within-reconstruction PVC | Direct 4D reconstruction with the joint entropy | |
| Voxel-based PVC | 3D voxel-wise mutual multiresolution algorithm | |
| Voxel-based PVC | Voxel-based utilizing edge information on MR images | |
| Region-based PVC | Symmetric GTM method based on spillover between RSFs | |
| Within-reconstruction PVC | Comparison among A-MAP,joint entropy and modified locally joint entropy | |
| Voxel-based PVC | Hybrid voxel-region-based approach called LoReAn algorithm | |
| Voxel-based PVC | MRI-guided filtering method | |
| Within-reconstruction PVC | Wavelet-based JE MAP algorithm | |
| Within-reconstruction PVC | Kernel method employing patch-based MR image features to form the matrix |
FIGURE 2Flow chart of MR-based PET data optimization and reconstruction. Corrections for photon attenuation, head motion and partial volume effect of PET data can be achieved by using specific MR sequences, and conducted in the format of either within- or post-reconstruction. Precise image co-registration and segmentation are the prerequisite for various MR-based PET data optimization procedures. MRI-based image-derived input function method could be further applied in the quantitative analysis of dynamic PET imaging.