Pavel Falkovskiy1,2,3, Bénédicte Maréchal1,2,3, Shuang Yan4, Zhengyu Jin4, Tianyi Qian5, Kieran O'Brien6,7, Reto Meuli2, Jean-Philippe Thiran2,3, Gunnar Krueger2,3,8, Tobias Kober1,2,3, and Alexis Roche1,2,3
1Advanced Clinical Imaging Technology (HC CMEA SUI DI BM PI), Siemens Healthcare AG, Lausanne, Switzerland, 2Department of Radiology, University Hospital (CHUV), Lausanne, Switzerland, 3LTS5, École Polytechnique Fédérale de Lausanne, Lausanne, Switzerland, 4Department of Radiology, Peking Union Medical College Hospital, Peking Union Medical College, Chinese Academy of Medical Sciences, Beijing, China, People's Republic of, 5MR Collaborations NE Asia, Siemens Helathcare, Beijing, China, People's Republic of, 6Centre for Advanced Imaging, University of Queensland, Brisbane, Australia, 7Siemens Healthcare Pty Ltd., Brisbane, Australia, 8Siemens Medical Solutions USA, Boston, MA, United States
Synopsis
The MP2RAGE pulse sequence exhibits higher
grey-matter/white-matter contrast compared to standard MPRAGE acquisitions and
provides images with greatly reduced B1 bias. In theory, these qualities of
MP2RAGE should lead to more accurate morphometric results. However, a major
hindrance to MP2RAGE morphometric processing is the salt-and-pepper noise in
the background and cavities. This poses a major problem for the skull-stripping
stage of most automated morphometry algorithms. We investigated three
skull-stripping strategies using the MorphoBox prototype and FreeSurfer
automated-morphometry software packages and compared them to results obtained
using the gold-standard MPRAGE contrast.Introduction
Compared to standard MPRAGE, MP2RAGE
acquisitions [1] provide improved grey/white-matter contrast [2] and exhibit
greatly reduced B1 bias [1]. These properties should improve brain volumetric
measurements based on the MP2RAGE contrast; however, a major difficulty in
processing MP2RAGE data is the salt-and-pepper noise in the image background
and cavities stemming from the intrinsic division of the two inversion
contrasts acquired with the MP2RAGE. This poses a major problem for the skull-stripping
stage of most automated-morphometry software packages. We evaluated three
different skull-stripping strategies using the MorphoBox prototype [3] and
FreeSurfer [4].
Materials
and Methods
Experiments were performed on a clinical 3T MRI scanner (MAGNETOM Skyra,
Siemens Healthcare, Germany) equipped with 20-channel head/neck and 32-channel
head coil arrays. 12 healthy subjects were imaged after providing informed
consent using the following protocols:
(a) 5:12-minute 3T
MPRAGE protocol that resembles the protocol used in ADNI-2 [5]: TR/TI/BW/α= 2300ms/900ms/240Hz/px/9°
(b) 8:22-minute 3T
M2PRAGE protocol (TR/TI1/TI2/BW/α1/α2 = 5000ms/700ms/2500ms/240Hz/px/4°/5°,
1.00x1.00x1.00mm³) using a three-fold GRAPPA acceleration (iPAT=3)
For each subject, the measurement session consisted of a scan and rescan
using MPRAGE and MP2RAGE protocols with both 32-channel and 20-channel coils. Note, the MP2RAGE outputs the 1st and 2nd inversion
contrasts as well as the MP2RAGE “uniform” contrast as described in [1].
Subsequently, images were skull-stripped using both the MorphoBox
prototype [3] and FreeSurfer [4] (version 5.3.0) by inputting auxiliary images
with low background noise. We investigated 3 different types of auxiliary images:
Method 1: Second inversion
contrast
Method 2:
Product of the
second inversion contrast and the uniform MP2RAGE image as in [6].
Method 3: Denoised uniform
MP2RAGE image as described in [7]. This strategy requires tuning a
regularization parameter (denoising constant), which we hypothesise to be
proportional to the noise variance estimated using the pseudo-replica method
[8]. We tested a range of multiples of the variance as denoising constant
(N*Var, N=1…30).
To quantify skull-stripping performance, we
evaluated the across-subject root-mean-square errors (RMSE) between
MP2RAGE-based and MPRAGE-based estimates of the total intracranial volume
(TIV). We also evaluated the
reproducibility of TIV estimation for each contrast by computing the RMSEs
between scan and rescan.
Results and Discussion
Fig. 1 shows sample skull-stripped images
using the above methods. Note that FreeSurfer brain masks exclude
extra-ventricular CSF, and the TIV is estimated based on the Talairach
transform without being explicitly segmented [9]. Visually, it is hard to distinguish
between methods 2 and 3, whereas method 1 exhibits obvious errors in both
MorphoBox and FreeSurfer results.
Fig. 2 illustrates the RMSE in TIV estimates
as a function of the denoising constant using MorphoBox. Method 1 introduced
large discrepancies in TIV compared to the MPRAGE acquisitions (4.10%/4.13%
with 20-channel and 32-channel coils, respectively). Method 2 proved to be more
similar to MPRAGE-based TIV extractions, yielding RMSEs of 0.94%/0.98%. With an
optimal choice of the denoising constant, method 3 achieved 0.59%/1.38%
difference to MPRAGE acquisitions. Scan-rescan RMSEs were comparable across the
three methods: 0.172%/0.309% with method 1, 0.288%/0.127% with method 2,
0.164%/0.181% with method 3, which were not substantially different from the
0.264%/0.218% achieved using MPRAGE.
Using FreeSurfer, method 1 introduced
considerable discrepancies in TIV estimates compared to MPRAGE as shown by the
respective RMSEs of 9.35%/9.12% with 20-channel and 32-channel coils,
respectively (Fig. 3). Method 2 yielded slightly smaller RMSEs of 7.00%/7.64%
(Fig. 3), while method 3 achieved 1.89%/3.46% with optimally chosen denoising
constants. Scan-rescan RMSEs for methods 1, 2, 3 and MPRAGE were
respectively: 0.069%/0.134%,
0.167%/3.21%, 0.870%/1.32%, and 0.115%/0.127%. There is a noticeable decrease
in scan-rescan stability of methods 2 and 3 compared to MPRAGE. In order to get
a better insight into the large discrepancies between MPRAGE and MP2RAGE TIV
estimates with FreeSurfer, we examined the brain masks as represented in Fig.
1. Fig. 4 illustrates the RMSE in brain mask volumes compared to MPRAGE. Both
methods 2 and 3 produced considerably smaller discrepancies in brain mask
volumes than in TIV and showed scan-rescan stability similar to MPRAGE.
Conclusion
Using MorphoBox,
both methods 2 and 3 achieved similar TIV estimation performance compared to
MPRAGE and clearly surpassed method 1. With FreeSurfer, method 3 performed
considerably better than methods 2 and 1, however yielding rather poor
correspondence with MPRAGE in addition to larger scan-rescan variability. When
using MorphoBox, our results suggest in practice to estimate TIV from MP2RAGE
data using method 2 since it can be applied retrospectively contrary to method
3. However, caution must be exercised when using FreeSurfer-based TIV measures
computed from MP2RAGE data using the methods considered here (e.g., for volume
normalization purposes). Future work will aim to investigate MP2RAGE-based
volumetry for other brain structures.
Acknowledgements
No acknowledgement found.References
[1] J. P. Marques, T. Kober, G.
Krueger, W. van der Zwaag, P.-F. Van de Moortele, and R. Gruetter, “MP2RAGE, a
self bias-field corrected sequence for improved segmentation and T1-mapping at high
field.,” Neuroimage, vol. 49, no. 2, pp. 1271–81, Jan. 2010.
[2] G. Okubo, T. Okada, A. Yamamoto, M.
Kanagaki, Y. Fushimi, T. Okada, K. Murata, and K. Togashi, “MP2RAGE for deep
gray matter measurement of the brain: A comparative study with MPRAGE,” J.
Magn. Reson. Imaging, p. n/a–n/a, 2015.
[3] D. Schmitter, A. Roche, B.
Maréchal, D. Ribes, A. Abdulkadir, M. Bach-Cuadra, A. Daducci, C. Granziera, S.
Klöppel, P. Maeder, R. Meuli, and G. Krueger, “An evaluation of volume-based
morphometry for prediction of mild cognitive impairment and Alzheimer’s
disease,” NeuroImage. Clin., vol. 7, pp. 7–17, Jan. 2015.
[4] B. Fischl, “FreeSurfer,” Neuroimage,
vol. 62, no. 2, pp. 774–781, 2012.
[5] C. R. Jack, M. A. Bernstein, B. J.
Borowski, J. L. Gunter, N. C. Fox, P. M. Thompson, N. Schuff, G. Krueger, R. J.
Killiany, C. S. Decarli, A. M. Dale, O. W. Carmichael, D. Tosun, and M. W.
Weiner, “Update on the magnetic resonance imaging core of the Alzheimer’s
disease neuroimaging initiative,” Alzheimers. Dement., vol. 6, no. 3,
pp. 212–20, May 2010.
[6] K. Fujimoto, J. R. Polimeni, A. J.
W. van der Kouwe, M. Reuter, T. Kober, T. Benner, B. Fischl, and L. L. Wald,
“Quantitative comparison of cortical surface reconstructions from MP2RAGE and
multi-echo MPRAGE data at 3 and 7T,” Neuroimage, vol. 90, pp. 60–73,
2014.
[7] K. R. O’Brien, T. Kober, P.
Hagmann, P. Maeder, J. Marques, F. Lazeyras, G. Krueger, and A. Roche, “Robust
T1-weighted structural brain imaging and morphometry at 7T using MP2RAGE.,” PLoS
One, vol. 9, no. 6, p. e99676, 2014.
[8] P. M. Robson, A. K. Grant, A. J.
Madhuranthakam, R. Lattanzi, D. K. Sodickson, and C. a McKenzie, “Comprehensive
quantification of signal-to-noise ratio and g-factor for image-based and
k-space-based parallel imaging reconstructions,” Magn. Reson. Med., vol.
60, no. 4, pp. 895–907, Oct. 2008.
[9] R. L. Buckner, D. Head, J. Parker,
A. F. Fotenos, D. Marcus, J. C. Morris, and A. Z. Snyder, “A unified approach
for morphometric and functional data analysis in young, old, and demented
adults using automated atlas-based head size normalization: reliability and
validation against manual measurement of total intracranial volume.,” Neuroimage,
vol. 23, no. 2, pp. 724–38, 2004.