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Eigenvector-based SPIRiT Parallel MR Imaging Reconstruction based on ℓp pseudo-norm Joint Total Variation
Jizhong Duan1, Zhongwen Bao1, Yu Liu2
1Faculty of Information Engineering and Automation, Kunming University of Science and Technology, Kunming 650500, China.
New methods enhance parallel Magnetic Resonance (MR) imaging reconstruction. Operator Splitting with Total Variation (TV) and Joint TV (JTV) regularization improve image quality, with Joint TV showing slight superiority.
Area of Science:
- Medical Imaging
- Biophysics
- Signal Processing
Background:
- Parallel Magnetic Resonance (MR) imaging accelerates data acquisition using array receiver sensitivities.
- Eigenvector-based SPIRiT (ESPIRiT) is an advanced parallel MR reconstruction method integrating SENSE and GRAPPA advantages.
- ESPIRiT estimates sensitivity maps from calibration data for improved image reconstruction.
Purpose of the Study:
- To enhance parallel MR imaging reconstruction quality.
- To introduce Total Variation (TV) and ℓp pseudo-norm Joint TV (ℓpJTV) regularization into the ESPIRiT model.
- To evaluate the performance of novel regularization techniques against conventional methods.
Main Methods:
- The Operator Splitting (OS) method was employed to solve the reconstruction problem.
- Majorization Minimization was utilized to address denoising subproblems with TV and ℓpJTV regularization.
- Simulation experiments were conducted on two in vivo datasets.
Main Results:
- The proposed OS algorithm with TV regularization (OSTV) and OS with ℓpJTV regularization (OSℓpJTV) demonstrated superior Signal-to-Noise Ratio (SNR) and Normalized Root Mean Square Error (NRMSE) compared to ℓ1 regularization.
- The OSℓpJTV algorithm showed a slight performance advantage over the OSTV algorithm.
- Both novel methods improved image quality in parallel MR imaging reconstruction.
Conclusions:
- The integration of TV and ℓpJTV regularization significantly improves parallel MR imaging reconstruction within the ESPIRiT framework.
- The proposed Operator Splitting approach effectively handles these regularization terms.
- The OSℓpJTV method offers a promising advancement for high-quality, accelerated MR imaging.
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