Subhajit Chatterjee1,2,3, Snekha Thakran1, Rakesh Kumar Gupta4, and Anup Singh1,5
1Centre for Biomedical Engineering, Indian Institute of Technology Delhi, New Delhi, India, 2C-DOT India, New Delhi, India, 3Computer Science and Engineering, Indian Institute of Technology Delhi, New Delhi, India, 4Department of Radiology, Fortis Memorial Research Institute, Gurgaon, India, New Delh, India, 5Department of Biomedical Engineering, All India Institute of Medical Sciences Delhi, New Delhi, India
Synopsis
Registration of human
Breast MRI images is challenging due to its elastic deformable nature. In this study,
various existing rigid and non-rigid registration methods were evaluated and
compared in terms of accuracy and computation time. This work investigated
influence of different registration parameters and showed possible ways to
achieve better registration results. Experiential result revealed that the
combination of Affine and B-spline method provided more time efficiency and
accuracy than other methods.
Introduction:
Multi-parametric Breast MRI images can be used to generate
quantitative parameters which enable an improved Breast tumor diagnosis,
staging with high sensitivity and specificity.(1-3). Quantitative
analysis requires T1-map(computed using PD-W,T1-W and T2-W
images), multiple pre and post contrast gadolinium images. Any motion between
MRI sequences due to breathing, patient positioning etc. can affect the
accuracy of semi-quantitative and quantitative parameters which may mislead the
clinician. Therefore, 3D-registration of Breast MRI
images is an essential prerequisite to mitigate motion related artifacts before
analysis. Registration of Breast MRI images is challenging due to absence of
standard template and a large variation in shapes and sizes of the Breast4.
The objective of this study was to evaluate and compare various existing rigid
and non-rigid registration(NRR)(2,4) methods in terms of accuracy
and computation time. This study also investigated the impact of segmentation
and the influence of parameter tuning in registration. Registration results were
assessed using validation methods(VM) such as Dice-Coefficient, Hausdroff-Distance
and based on perfusion parameters(3,6).Methods:
All MRI experiments of were performed at 3T-whole
body Ingenia MRI system(Philips-Healthcare, The Netherlands) using a 7-channel
biopsy compatible breast coil. In this study, we have included twenty female
subjects having Breast tumor.
MRI Data acquisition: After a localizer, T1, T2
and PD weighted(W) images, with and without fat saturation were acquired using
turbo-spin-echo pulse sequence. Fat saturation was based upon DIXON method8.
Multiple slices, covering entire breast tissue with slice thickness=3mm were
acquired for all three data types. FOV=338×338mm2 and matrix size=452×338(interpolated matrix=512×512) were used.
For PD weighted, TR/TE=2974ms/30ms was used. For T2-W, TR/TE=2974ms/100ms
was used. For T1-W, TR/TE=603ms/10ms was used. T1-perfusion
MRI was performed using a 3-dimensional-fast-field-echo(3D-FFE) sequence(TR/TE=3.0ms/1.5ms,
flip-angle=12o, FOV=338×338mm2, slice thickness=3mm,
matrix size=228×226(interpolated matrix=512×512) and acquisition time=3.7minute).
Data processing: Registration
codes were developed using multiple registration frameworks(Figure-1[A]). These
codes were executed on a system with 8-core Intel Xenon CPU@3.2GHz processors
with 16GB-RAM. The first time-point(pre-contrast) in 3D-image stack of T1-perfusion
MRI sequence, considered as reference image, was used to register structural
image(T1-W, T2-W, PD-W) and subsequent 3D-image stacks of T1-perfusion
MRI at different time point. Various 3D-registration methods were evaluated on
breast MRI images(with and without segmentation) combining different similarity
measures and optimization algorithms from Figure-1[B]. The performance of
various registration methods was evaluated using validation methods such as Dice-Coefficient, Hausdroff-Distance and based on quantitative parameters. For
further validation, SI-curve of voxels near boundary of tumor were compared
with SI-curves of voxels in the center of tumor (homogeneous region) using
Affine, B-spline with Affine, Symmetric-image-Normalization7(SyN) registration
approaches. Data were analysed using generalized-tracer-kinetic model for
computing Ktrans maps before and after registration.
Results:
Registration results are shown in Table-I.
B-spline and SyN methods showed higher overlapping ratio than others. The
improvement of SI-curve before and after registration within tumor ROIs highlight
the need of registration(Figure-2). Among all these methods, B-spline with Affine provided higher correlation between SI-curve from boundary voxels and
center(homogeneous) region of the tumor(Figure-3). In Figure-4, histogram after
registration(B-spline with Affine) was smoother as compared to before registration.
Similarly, the improvement of Ktrans value after registration
signifies the need of motion correction before quantitative analysis. The
accuracy and time were significantly improved using segmented Breast images. The
registration of a segmented Breast data containing T1-W, T2-W,
PD-W(each data has 60-slices) and DCE-MRI data(60-slices with 40 time-points)
took 60-80 minutes using B-spline NRR with limited-memory BFGS(L-BFGS) optimizer(With grid-spacing=35mm×35mm×35mm and
multi-resolution=4×2×1). It can be reduced to 10-12 minutes using parallel-processing(tested with parfor in Matlab2013a).Discussion:
B-spline with Affine and SyN methods were better than
other methods at correctly aligning breast MRI images, whereas demon methods failed to
provide consistent results. Among all these methods, B-spline with Affine
provided accurate results in this study. In case of without-segmentation,
registration took more time and evaluation results degraded. For the initial-guess
of optimizer parameters, methods like exhaustive, random search in a range of values, evolutionary
algorithm can be used to have optimal registration. Parallel-processing
can be useful in searching good initial point to save time. Registration
processing time depends on voxel sampling percentage, iteration-number,
grid-spacing etc. The choice of optimizer, tuning of optimizer-parameters,
choice of metric, histogram-bins in metric etc. played crucial role in
registration. These parameters can be tuned for optimizing registration time and
improving the accuracy. Conclusions:
The
combination of Affine and B-spline method provided more time efficiency and
accuracy than other methods in this study. B-spline NRR may introduce new deformations and
higher memory usage with very low grid spacing, whereas SyN has achieved
consistent performances with no new deformations introduced but sometimes it
may be time consuming. Acknowledgements
The
authors acknowledge an internal funding
support from IIT-Delhi. Authors acknowledge support of Philips India Limited and
Fortis Memorial Research Institute Gurugram in MRI data acquisition. Authors thank Prof. Rahul Garg for providing technical
support, Dr.Vedant Kabra for clinical input and Dr Pradeep Gupta for data
handling.References
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