Robust Autocalibrated Structured Low-Rank EPI Ghost Correction

07/30/2019
by   Rodrigo A. Lobos, et al.
6

Purpose: We propose and evaluate a new structured low-rank method for EPI ghost correction called Robust Autocalibrated LORAKS (RAC-LORAKS). The method can be used to suppress EPI ghosts arising from the differences between different readout gradient polarities and/or the differences between different shots. It does not require conventional EPI navigator signals, and is robust to imperfect autocalibration data. Methods: Autocalibrated LORAKS is a previous structured low-rank method for EPI ghost correction that uses GRAPPA-type autocalibration data to enable high-quality ghost correction. This method works well when the autocalibration data is pristine, but performance degrades substantially when the autocalibration information is imperfect. RAC-LORAKS generalizes Autocalibrated LORAKS in two ways. First, it does not completely trust the information from autocalibration data, and instead considers the autocalibration and EPI data simultaneously when estimating low-rank matrix structure. And second, it uses complementary information from the autocalibration data to improve EPI reconstruction in a multi-contrast joint reconstruction framework. RAC-LORAKS is evaluated using simulations and in vivo data, and compared to state-of-the-art methods. Results: RAC-LORAKS is demonstrated to have good ghost elimination performance compared to state-of-the-art methods in several complicated acquisition scenarios (including gradient-echo brain imaging, diffusion-encoded brain imaging, and cardiac imaging). Conclusion: RAC-LORAKS provides effective suppression of EPI ghosts and is robust to imperfect autocalibration data.

READ FULL TEXT

page 25

page 27

page 28

page 30

page 31

page 32

page 33

page 36

research
08/27/2020

Implicit Regularization in Matrix Sensing: A Geometric View Leads to Stronger Results

We may think of low-rank matrix sensing as a learning problem with infin...
research
09/26/2016

Simultaneous Low-rank Component and Graph Estimation for High-dimensional Graph Signals: Application to Brain Imaging

We propose an algorithm to uncover the intrinsic low-rank component of a...
research
11/23/2014

Low-Rank and Sparse Matrix Decomposition with a-priori knowledge for Dynamic 3D MRI reconstruction

It has been recently shown that incorporating priori knowledge significa...
research
12/18/2022

LR-CSNet: Low-Rank Deep Unfolding Network for Image Compressive Sensing

Deep unfolding networks (DUNs) have proven to be a viable approach to co...
research
06/06/2019

Occluded Face Recognition Using Low-rank Regression with Generalized Gradient Direction

In this paper, a very effective method to solve the contiguous face occl...
research
10/27/2019

Structured Low-Rank Algorithms: Theory, MR Applications, and Links to Machine Learning

In this survey, we provide a detailed review of recent advances in the r...
research
09/24/2021

A Bayesian Optimization Approach for Attenuation Correction in SPECT Brain Imaging

Photon attenuation and scatter are the two main physical factors affecti...

Please sign up or login with your details

Forgot password? Click here to reset