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Deep learning improves accuracy of proton-density fat fraction estimation from In-phase and out-of-phase T1-weighted MRI
Kang Wang1, Guilherme Mourna Cunha2, Kyle Hasenstab3, Walter C Henderson4, Michael S Middleton4, Rohit Loomba5, Shelley A Cole6, Albert Hsiao4, and Claude B Sirlin7
1Radiology, Stanford, Palo Alto, CA, United States, 2Radiology, University of Washington Medicine, Seattle, WA, United States, 3Department of Mathematics and Statistics, San Diego State University, San Diego, CA, United States, 4Radiology, UC San Diego, La Jolla, CA, United States, 5Department of Hepatology, UC San Diego, La Jolla, CA, United States, 6Texas Biomedical Research Institute, San Antonio, TX, United States, 7UC San Diego, La Jolla, CA, United States

Synopsis

Keywords: Liver, Quantitative Imaging, Fat, Data analysis

Proton density fat fraction (PDFF) is an established quantitative-imaging-biomarker for hepatic -fat quantification, but typically requires specialized confounder-corrected chemical-shift-encoded (CSE) magnetic-resonance-imaging (MRI) pulse sequences. We developed and assessed the feasibility of deep learning to infer hepatic PDFF maps from conventional T1-weighted-in-and-opposed-phase (T1w-IOP) MRI. Using PDFF maps reconstructed from CSE-MRI as reference, we trained a convolutional-neural-network (CNN) to infer voxel-wise PDFF maps from T1w-IOP MRI. The CNN was evaluated using both internal and external test datasets. Participant-level median CNN-inferred-PDFF were compared with reference CSE-MRI using linear regression, intraclass correlation, and Bland-Altman analysis. Median CNN-inferred PDFF agreed closely with reference CSE-MRI PDFF.

INTRODUCTION

Proton density fat fraction (PDFF) is an established quantitative imaging biomarker for hepatic fat quantification, but typically requires specialized confounder-corrected chemical-shift-encoded (CSE) magnetic resonance imaging (MRI) pulse sequences [1]–[3]. Alternatively, hepatic fat quantification can be assessed by calculating the signal fat fraction (FF) from conventional T1-weighted in-and-opposed phase (IOP) fast spoiled gradient-recalled-echo (GRE) images, which are routine in virtual all abdominal MR protocols at most institutions [4]. However, this so-called 2-point Dixon method is T1 weighted and so is confounded by T1 bias; uses only two echoes and cannot simultaneously correct for T2*(1/R2*) effects[5], [6]. Recently, deep learning in the form of convolutional neural networks (CNNs) has demonstrated great potential in many medical imaging applications [7]–[9]. We hypothesized that CNNs could infer hepatic PDFF from conventional T1-weighted IOP images. The purposes of this study were to 1) evaluate the feasibility and accuracy of CNN-inferred PDFF, 2) compare the accuracy of CNN-inferred PDFF versus FF calculated from the currently available 2-point Dixon method for fat quantification.

METHODS

We retrospectively curated 292 liver MRI exams performed from 2017 to 2020 for hepatic fat quantification as part of a two-site prospectively designed research study. Exams included CSE-MRI and T1w-IOP MRI. Exams were randomly split into training (75%, n=216) and internal test (25%, n=76) set. Additionally, 198 MR exams pooled from research studies distinct from the initial dataset were used as external test dataset. Using PDFF maps reconstructed from CSE-MRI as reference, we trained a convolutional neural network (CNN) to infer voxel-wise PDFF maps from T1w-IOP MRI. Three different sets of fat fraction parametric maps were generated, the reference CSE-PDFF maps, 2-point Dixon signal FF maps, and CNN-inferred PDFF maps (Figure 1). Reference CSE-R2* maps from CSE-MRI were also generated. Parametric maps were analyzed automatically. For each participant, a previously developed liver segmentation algorithm was used to automatically segment the liver from each parametric map [10]. Median values from all voxels contained within the liver segmentation mask were computed. Four sets of median values were recorded for each participant: CSE-PDFF, CSE-R2*, 2-point Dixon signal FF, and CNN-inferred PDFF. We assessed participant-level agreement of median hepatic PDFF values inferred from the CNN model (CNN-inferred PDFF) and by the reference method (CSE-PDFF) by computing linear regression, intraclass correlation (ICC), and Bland-Altman analyses. In a similar manner, we assessed agreement of median hepatic signal FF estimated from 2-point Dixon method (2-point Dixon FF) and reference CSE-PDFF.

RESULTS

Median reference CSE-PDFF ranged from 1% to 32% for the internal test dataset and 1% to 45% for the external test dataset. Figure 2 shows examples of input images (T1w-GRE OP/IP), reference CSE-PDFF maps, CNN-inferred PDFF maps, and 2-point Dixon signal FF maps. For internal test dataset, agreement was modest for the 2-point Dixon signal FF (ICC=0.65, bias = -2.9%, LOA = [-16.0%, 21.8%], Figure 2 and 3). Signal FFs from 2-point Dixon tends to overestimate PDFF when R2* values are small and underestimate PDFF when R2* values are large (Figure 5). In addition, 14/76 (18%) participants had nonsensical negative signal FFs in the internal test dataset (Figure 3). The 2-point Dixon method tends to produce large nonsensical negative signal FFs when hepatic CSE-R2* > 200 s-1; Figure 5). On the contrary, agreement was close for CNN-inferred PDFF without significant bias (ICC=0.99, bias = 0.05%, LoA = [-2.80%, 2.71%]) over a wide range of R2*. Similar trends were observed in the external dataset. Agreement was modest for the 2-point Dixon signal FF (ICC=0.74, bias = -1.32, LOA = [-8,5%, 5.9%]), while agreement was close for CNN-inferred PDFF (ICC=0.99, bias = -0.04%, LoA = [-2.72%, 2.63%]) (Figure 4). R2*-dependent PDFF estimation bias seen in 2-point Dixon was not observed in the CNN-based method.

DISCUSSION

For hepatic fat quantification, 2-point Dixon signal FF is known to introduce non-negligible bias with respect to reference CSE-PDFF that depends nonlinearly on CSE-R2*(1/T2*) and CSE-PDFF [11]. Thus, 2-point Dixon signal FF for hepatic fat quantification is particularly problematic in patients with iron overload, which increases R2* and causes significant errors in hepatic fat fraction estimation. On the contrary, our study suggested that CNN-inferred PDFF closely agreed with reference CSE-PDFF even for cases where CSE-R2* values are high (e.g., R2* > 200 s-1), although the current study is underpowered to perform this assessment thoroughly due to the few cases with high R2* values. The CNN-based method offers a convenient way to quantify hepatic fat when CSE-MRI is not available or not indicated prospectively in an imaging study. Almost all clinical abdominal MR exams include T1w-IOP MRI sequences. The ubiquity of these sequences will potentially allow wider adoption of hepatic PDFF as a quantitative imaging biomarker for hepatic fat assessment, and therefore offers expanded opportunity to screen patients for hepatic steatosis.

CONCLUSION

Deep learning inference of PDFF from conventional T1w-IOP MRI is feasible. CNN-inferred PDFF agreed closely with reference PDFF in both internal and external test data.

Acknowledgements

This project was supported, in part, by T32EB005970.

References

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Figures

Figure 1. Three different approaches to generate fat fraction maps and quantify hepatic fat fraction in the current study. (a) Reference method using multi-echo chemical-shift-encoded (CSE)-MRI to reconstruct PDFF maps, then a CNN was used to automatically segment the liver and median values within liver voxels were calculated as overall hepatic PDFF. (b) The proposed method of training a CNN to infer PDFF from T1w-IOP MRI. (c) Current alternative method of using the 2-point Dixon method, where signal fat fraction (FF) maps were calculated using the formula listed.

Figure 2. Examples of input T1w-GRE IP/OP images, reference CSE-PDFF maps, CNN-inferred PDFF maps, 2-point Dixon signal FF maps. Participant-level median values extracted from the maps are overlain. Reference PDFF and R2* values are indicated on the left of each row.

Figure 3. Linear regression analysis between investigational methods (2-point Dixon on the LEFT or CNN on the RIGHT) and reference CSE-PDFF on the internal and external test dataset.

Figure 4. Bland-Altman analysis between investigational methods (2-point Dixon - on the LEFT or CNN - on the RIGHT) and reference CSE-PDFF on the internal and external test dataset.

Figure 5. Effect of R2*(1/T2*) on PDFF estimation bias of the two investigational methods (2-point Dixon signal FF - on the LEFT or CNN-inferred PDFF - on the RIGHT) using CSE-PDFF as reference.

Proc. Intl. Soc. Mag. Reson. Med. 31 (2023)
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DOI: https://doi.org/10.58530/2023/0054