Transformer-based Parameter Fitting of Models derived from Bloch-McConnell Equations for CEST MRI Analysis
Christof Duhme, Chris Lippe, Verena Hoerr, Xiaoyi Jiang
TL;DR
Quantifying CEST MRI signals is challenging due to the interaction of many physiological and experimental parameters described by Bloch–McConnell dynamics. The authors present a transformer‑based encoder–decoder network trained in a self‑supervised manner to fit parameters of Lorentzian, analytical Z, and MTR_Rex models to in‑vitro CEST spectra, enforcing physical bounds through a model‑aware loss. Across phantom data, the approach outperforms traditional gradient‑based solvers in accuracy and consistency while delivering substantial runtime speedups on GPU. This work provides a robust, fast parameter estimation framework for CEST MRI and establishes a foundation for extending to in vivo data with spatial regularization.
Abstract
Chemical exchange saturation transfer (CEST) MRI is a non-invasive imaging modality for detecting metabolites. It offers higher resolution and sensitivity compared to conventional magnetic resonance spectroscopy (MRS). However, quantification of CEST data is challenging because the measured signal results from a complex interplay of many physiological variables. Here, we introduce a transformer-based neural network to fit parameters such as metabolite concentrations, exchange and relaxation rates of a physical model derived from Bloch-McConnell equations to in-vitro CEST spectra. We show that our self-supervised trained neural network clearly outperforms the solution of classical gradient-based solver.
