Huan Minh Luu1, Dong-Hyun Kim1, Jae-Woong Kim1, Seung-Hong Choi2, and Sung-Hong Park1
1Bio and Brain Engineering, Korea Advanced Institute of Science and Technology, Daejeon, Republic of Korea, 2Department of Radiology, Seoul National University Hospital, Seoul, Republic of Korea
Synopsis
Quantitative magnetization
transfer (qMT) imaging overcomes the drawbacks of traditional MT imaging by
producing more quantitative parameters. However, data acquisition and processing
can be time-consuming, which limits its usage. In this study, an artificial
neural network, qMTNet, is proposed to accelerate both the acquisition and
fitting of qMT data. For data acquired from both conventional and inter-slice
acquisition strategies, our approach demonstrated consistent fitting results with
those from a previous dictionary-driven fitting method. The network reduces the
time for both data acquisition and qMT fitting by a factor of 3 and 5000 times,
respectively, compared to the conventional methods.
Introduction
Quantitative magnetization transfer imaging (qMT)
promises improvements in consistency and accuracy of estimated parameters over
conventional magnetization transfer ratio imaging. qMT has been applied for clinical usages such as multiple sclerosis [1]
or post-therapy glioblastoma monitoring [2]. However, conventional qMT requires
long acquisition time for sufficient saturation of the pools as well as lengthy
post-processing time to fit the modified Bloch equation for each voxel. Although
recent researches proposed strategies to accelerate data acquisition and
fitting [3], there is still a lot of room for improvement.
Advances in deep learning have enabled significant improvement in processing
time and quality of MR images for tasks like MR acceleration, over more
traditional methods such as compressed sensing [4,5]. In
this study, we propose qMTNet, a neural network that composes of two sub-neural-networks
to accelerate the qMT workflow. The first subnetwork, qMTNet-acq,
produced the complete MT acquisition from a small subset of acquired data. The
second network, qMTNet-fit, maps the MR signals to the qMT parameters. qMTNet
is the combination of these two subnetworks and demonstrated significant
improvement in data acquisition and processing time over the previous methods
while maintaining consistent qMT maps.Methods
Imaging
experiments were performed on 8 subjects, with approval from the local Institutional
Review Board. Experiments and processing of data were carried out following the
protocols described in [3]. In short, conventional [6] and inter-slice MT
acquisition [7,8] with bSSFP readout (Figure 1A) was performed with a 3T
scanner (Tim Trio, Siemen) at two flip angles
(30°, 75°) and six off-resonance frequencies (2, 3, 5, 9, 15, 25 kHz) [9]. T1
and T2 values were mapped using inversion recovery and multi-echo spin echo
sequence. qMT parameters (Magnetization exchange rate (kf) and pool ratio (F))
were fitted with the dictionary-driven method in [3].
Each
subnetwork of qMTNet was trained separately, with different design
considerations. The first subnetwork, termed qMTNet-acq, seeks to accelerate the
qMT acquisition by predicting the missing 8 MT offset images from 4 acquired images.
qMTNet-acq subnetwork operated on the whole image and consisted of 4 3x3
convolutional layers with ReLU activation (Figure 2A). The convolutional layers allowed the network
to generate more consistent local structures. The second
subnetwork, called qMTNet-fit, performed the fitting process by learning the
mapping between voxels’ MT intensities and the qMT parameters. qMTNet-fit
subnetwork had 4 fully-connected layers with ReLU and batch normalization. The network operated in a pixelwise manner to conform to the
conventional fitting method. qMTNet is the combination of qMTNet-acq and
qMTNet-fit, producing qMT parameters directly from under-sampled qMT data.
Cross
validation was performed with 7 subjects. Data from 1 subject was removed due
to motion artefact. Each subnetwork was trained separately with the appropriate
data. The performance of qMTNet-acq was assessed by comparison of predicted and
experimentally-acquired MT images. qMT parameters from 3 fitting procedures: predicted
MT images from qMTNet-acq fitted with dictionary fitting, fully acquired data
fitted with qMTNet-fit, and qMTNet (i.e: qMTNet-acq + qMTNet-fit) were compared quantitatively in term of PSNR
and SSIM metrics and qualitatively by visual inspection against the ground
truth from dictionary fitting with fully acquired data.Result
Different input offset
frequencies were considered for the qMTNet-acq. As shown in Table 1, inclusion
of the first and last offset frequencies for each flip angle produced the best
prediction with respect to PSNR metric, which could be attributed to the fact
that this combination provided the network with a larger range of off-resonance
frequencies for learning to predict the missing MT offset images. Qualitative
comparison of the fitting results for an exemplary slice can be seen in Figure 3B.
qMTNet-fit showed better visual consistency and quantitative values in PSNR
and SSIM with respect to the ground truth than qMTNet-acq + dictionary or
qMTNet. This is because qMTNet-fit was trained and tested on the 12 MT
images rather than the reduced 4 MT images. Although less accurate, the PSNR
and SSIM values were acceptable for the qMTNet-acq + dictionary and qMTNet as
they are both above 30 and 0.98, respectively. qMTNet performed slightly worse
than qMTNet-acq for inter-slice data but better for conventional data, possibly
due to the amount of training data for qMTNet-acq. Quantitative fitting results
(Table 2) of different combinations of subnetworks agree with the qualitative
observation. qMTNet-fit produced the best result, followed by qMTNet-acq and
qMTNet. As a trade-off, qMTNet demonstrates the highest acceleration factor
over previous methods with 3 fold acceleration in acquisition time and over
5000 fold acceleration in fitting time.Discussion
qMTNet significantly accelerates qMT imaging for both acquisition and fitting processes while producing consistent outputs. For a fair comparison, all methods were processed with the same CPU. Even higher acceleration will be possible with the use of GPU. The modular nature of qMTNet enables its usage in various scenarios. qMTNet can be utilized to accelerate the whole qMT process from acquisition to fitting and each of its subnetworks can be flexibly integrated into different settings which might require acceleration in only one of the two steps. The utility of qMTNet should be further investigated with more diverse data including patients' data which might show qMT values different from those of healthy subjects.Acknowledgements
No acknowledgement found.References
[1]
van Buchem MA, McGowan JC, Kolson DL, Polansky M, Grossman RI. Quantitative
volumetric magnetization transfer analysis in multiple sclerosis: Estimation of
macroscopic and microscopic disease burden. Magn Reson Med. 1996;36:632–636.
[2]
Mehrabian H, Myrehaug S, Soliman H, Sahgal A, Stanisz GJ. Quantitative
magnetization transfer in monitoring glioblastoma (GBM) response to therapy.
Sci Rep. 2018;8:2475.
[3]
Kim, J‐W, Lee, S‐L, Choi, SH, Park, S‐H. Rapid framework for quantitative
magnetization transfer imaging with interslice magnetization transfer and
dictionary‐driven fitting approaches. Magn Reson Med. 2019; 82: 1671– 1683.
[4]
Han, Y., Sunwoo, L., & Ye, J. C. (2019). k-Space Deep Learning for
Accelerated MRI. IEEE Transactions on Medical Imaging.
[5]
Lee, J, Han, Y, Ryu, J-K, Park, J-Y, Ye, JC. k‐Space deep learning for
reference‐free EPI ghost correction. Magn Reson Med. 2019; 82: 2299– 2313
[6]
Henkelman RM, Huang X, Xiang QS, Stanisz GJ, Swanson SD, Bronskill MJ.
Quantitative interpretation of magnetization transfer. Magn Reson Med.
1993;29:759–766.
[7]
Barker JW, Han PK, Choi SH, Bae KT, Park SH. Investigation of inter‐slice
magnetization transfer effects as a new method for MTR imaging of the human
brain. PLoS ONE. 2015;10:e0117101.
[8]
Han PK, Barker JW, Kim KH, Choi SH, Bae KT, Park S‐H. Inter‐slice blood flow
and magnetization transfer effects as a new simultaneous imaging strategy. PLoS
ONE. 2015;10:e0140560.
[9]
Cercignani M, Alexander DC. Optimal acquisition schemes for in vivo
quantitative magnetization transfer MRI. Magn Reson Med. 2006;56:803–810.