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Back to [[NA-MIC_Internal_Collaborations:StructuralImageAnalysis|NA-MIC Collaborations]], [[Algorithm:MIT|MIT Algorithms]]
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Back to [[NA-MIC_Internal_Collaborations:StructuralImageAnalysis|NA-MIC Collaborations]], [[Algorithm:MIT|MIT Algorithms]]
 
__NOTOC__
 
__NOTOC__
 
 
= Bayesian Segmentation of MRI Images =
 
= Bayesian Segmentation of MRI Images =
  
We use a Bayesian modeling approach for image segmentation, in which we build a parametric computational model of how an MRI image around the hippocampal area is generated. The model incorporates a ''prior'' distribution that makes predictions about where neuroanatomical labels typically occur throughout the image, and is based on a generalization of probabilistic atlases that uses a deformable, compact tetrahedral mesh representation. The model also includes a ''likelihood'' distribution that predicts how a label image, where each voxel is assigned a unique neuroanatomical label, translates into an MRI image, where each voxel has an intensity.
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= Description =
  
Given an image to be segmented, we first estimate the parameters of the model that are most probable in light of the data. The parameter estimation involves finding the deformation that optimally warps the mesh-based probabilistic atlas onto the image under study, as well as finding the mean intensity and the intensity variance for each of the hippocampal subfields. Once these parameters are estimated, the most probable image segmentation is obtained.
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The aim of this project is to develop, implement, and validate a generic method for segmenting MRI images that automatically adapts to different acquisition sequences. Towards this end, we design parametric computational models of how MRI images are generated, and then use these models to obtain automated segmentations in a Bayesian framework.
  
 +
The model we have developed incorporates a ''prior'' distribution that makes predictions about where neuroanatomical labels typically occur throughout an image, and is based on a generalization of probabilistic atlases that uses a deformable, compact tetrahedral mesh representation. The model also includes a ''likelihood'' distribution that predicts how a label image, where each voxel is assigned a unique neuroanatomical label, translates into an MRI image, where each voxel has an intensity.
  
== Model-Based Segmentation of Hippocampal Subfields in In Vivo MRI ==
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Given an image to be segmented, we first estimate the parameters of the model that are most probable in light of the data. The parameter estimation involves finding the deformation that optimally warps the mesh-based probabilistic atlas onto the image under study, estimating MRI intensity inhomogeneities corrupting the image, as well as finding the mean intensity and the intensity variance for each of the structures to be segmented. Once these parameters are estimated, the most probable image segmentation is obtained.
  
Recent developments in MR data acquisition technology are starting to yield images that show anatomical features of the hippocampal formation at an unprecedented level of detail, providing the basis for hippocampal subfield measurement. Because of the role of the hippocampus in human memory and its implication in a variety of disorders and conditions, the ability to reliably and efficiently quantify its subfields through in ''vivo'' neuroimaging is of great interest to both basic neuroscience and clinical research.
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== Application to Hippocampal Subfield Segmentation ==
  
The aim of this project is to develop and validate a fully-automated method for segmenting the hippocampal subfields in ultra-high resolution  
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We have used our technique to automatically segment several subfields of the hippocampus directly from ultra-high resolution ''in vivo'' MRI data. Recent developments in MR data acquisition technology have started to yield images that show anatomical features of the hippocampal formation at an unprecedented level of detail, providing the basis for hippocampal subfield measurement. Because of the role of the hippocampus in human memory and its implication in a variety of disorders and conditions, the ability to reliably and efficiently quantify its subfields through in ''vivo'' neuroimaging is of great interest to both basic neuroscience and clinical research.
MRI data.
 
  
We have validated the proposed technique by comparing our automated segmentation results with corresponding manual delineations in ultra-high resolution MRI scans (voxel size 0.38x0.38x0.80mm^3) of 10 individuals. For each of seven structures of interest (fimbria, CA1, CA2/3, CA4/DG, presubiculum, subiculum, and hippocampal fissure), we calculated the Dice overlap coefficient, defined as the volume of overlap between the automated and manual segmentation divided by their mean volume. We used a leave-one-out cross-validation strategy, in which we built an atlas mesh from the delineations in nine subjects, and used this to segment the image of the remaining subject. We repeated this process for each of the 10 subjects, and compared the automated segmentation results with the corresponding manual delineations.  
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We have validated our technique by comparing our automated segmentation results with corresponding manual delineations in ultra-high resolution MRI scans (voxel size 0.38x0.38x0.80mm^3) of 10 individuals. For each of seven structures of interest (fimbria, CA1, CA2/3, CA4/DG, presubiculum, subiculum, and hippocampal fissure), we calculated the Dice overlap coefficient, defined as the volume of overlap between the automated and manual segmentation divided by their mean volume. We used a leave-one-out cross-validation strategy, in which we built an atlas mesh from the delineations in nine subjects, and used this to segment the image of the remaining subject. We repeated this process for each of the 10 subjects, and compared the automated segmentation results with the corresponding manual delineations.  
  
Figure 1 compares the manual and automated segmentation results qualitatively on a set of cross-sectional slices. The upper half of figure 2 shows the average Dice overlap measure for each of the structures of interest, along with
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Figure 1 compares the manual and automated segmentation results qualitatively on a set of cross-sectional slices. The upper half of figure 2 shows the average Dice overlap measure for each of the structures of interest, along with error bars that indicate the standard errors around the mean. The lower half of the figure shows, for each structure, the volume differences between the automated and manual segmentations relative to their mean volumes. An example of our mesh-based probabilistic atlas, derived from nine manually labeled hippocampi, is shown in figure 3.
error bars that indicate the standard errors around the mean. The lower half of the figure shows, for each structure, the volume differences between the automated and manual segmentations relative to their mean volumes. An example of our mesh-based probabilistic atlas, derived from nine manually labeled hippocampi, is shown in figure 3.
 
  
 
[[Image:MITHippocampalSubfieldSegmentationQualitative.png|thumb|center|600px|Fig 1. From left to right: ultra-high resolution MRI data, manual delineations, and corresponding automated segmentations.]]
 
[[Image:MITHippocampalSubfieldSegmentationQualitative.png|thumb|center|600px|Fig 1. From left to right: ultra-high resolution MRI data, manual delineations, and corresponding automated segmentations.]]
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</table>
 
</table>
  
== Integration of the Segmentation Methodology into Slicer ==
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= Integration into Slicer =
 
 
Segmentation algorithms based on the Expectation Maximization (EM)
 
theory have proved themselves capable of results of high
 
quality. Generally such results were obtained by carefully optimizing
 
the parameters for a specific MRI protocol and a specific anatomical
 
region. Besides the segmentation of a standard size MRI scan often
 
requires a processing time in the order of minutes or hours. Because
 
of these contraints, EM algorithms have found a limited usability in
 
the clinical environment. Our project aims at addressing these issues
 
and designing a new framework that would be easily trackable by a
 
clinician. The background of our team encompasses Computer Science and
 
Radiology. Our focus will be threefold, first to identify the bottlenecks of existing EM
 
algorithms, second to validate the quality of our method on a
 
collection of real life scans, and finally to provide an
 
implementation intuitive enough that it could be accepted in the
 
hospital and therefore make a difference for the treatment of the
 
patient.
 
 
 
  
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We are currently working on integrating our method into 3D Slicer. Our aim is to provide an implementation that is fast and intuitive enough to be useful in hospital environments.
  
 
= Key Investigators =
 
= Key Investigators =
  
 
* MIT: Koen Van Leemput, Sylvain Jaume, Polina Golland
 
* MIT: Koen Van Leemput, Sylvain Jaume, Polina Golland
* BWH: Steve Pieper, Ron Kikinis
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* Harvard: Steve Pieper, Ron Kikinis
  
 
= Publications =
 
= Publications =
''In Print''
 
 
*[http://www.na-mic.org/publications/pages/display?search=Projects%3AHippocampalSubfieldSegmentation&submit=Search&words=all&title=checked&keywords=checked&authors=checked&abstract=checked&sponsors=checked&searchbytag=checked| NA-MIC Publications Database]
 
 
''In Press''
 
 
<font color="red">'''New: '''</font> Automated Segmentation of Hippocampal Subfields from Ultra-High Resolution In Vivo MRI, K. Van Leemput, A. Bakkour, T. Benner, G. Wiggins, L.L. Wald, J. Augustinack, B.C. Dickerson, P. Golland, and B. Fischl. Hippocampus. Accepted for Publication, 2009.
 
  
<font color="red">'''New: '''</font> Encoding Probabilistic Atlases Using Bayesian Inference, K. Van Leemput. IEEE Transactions on Medical Imaging. Accepted for Publication, 2009.
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[http://www.na-mic.org/publications/pages/display?search=Projects%3ABayesianMRSegmentation+OR+Projects%3AHippocampalSubfieldSegmentation&submit=Search&words=all&title=checked&keywords=checked&authors=checked&abstract=checked&searchbytag=checked&sponsors=checked| NA-MIC Publications Database on Bayesian Segmentation of MRI Images]

Latest revision as of 20:05, 11 May 2010

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Bayesian Segmentation of MRI Images

Description

The aim of this project is to develop, implement, and validate a generic method for segmenting MRI images that automatically adapts to different acquisition sequences. Towards this end, we design parametric computational models of how MRI images are generated, and then use these models to obtain automated segmentations in a Bayesian framework.

The model we have developed incorporates a prior distribution that makes predictions about where neuroanatomical labels typically occur throughout an image, and is based on a generalization of probabilistic atlases that uses a deformable, compact tetrahedral mesh representation. The model also includes a likelihood distribution that predicts how a label image, where each voxel is assigned a unique neuroanatomical label, translates into an MRI image, where each voxel has an intensity.

Given an image to be segmented, we first estimate the parameters of the model that are most probable in light of the data. The parameter estimation involves finding the deformation that optimally warps the mesh-based probabilistic atlas onto the image under study, estimating MRI intensity inhomogeneities corrupting the image, as well as finding the mean intensity and the intensity variance for each of the structures to be segmented. Once these parameters are estimated, the most probable image segmentation is obtained.

Application to Hippocampal Subfield Segmentation

We have used our technique to automatically segment several subfields of the hippocampus directly from ultra-high resolution in vivo MRI data. Recent developments in MR data acquisition technology have started to yield images that show anatomical features of the hippocampal formation at an unprecedented level of detail, providing the basis for hippocampal subfield measurement. Because of the role of the hippocampus in human memory and its implication in a variety of disorders and conditions, the ability to reliably and efficiently quantify its subfields through in vivo neuroimaging is of great interest to both basic neuroscience and clinical research.

We have validated our technique by comparing our automated segmentation results with corresponding manual delineations in ultra-high resolution MRI scans (voxel size 0.38x0.38x0.80mm^3) of 10 individuals. For each of seven structures of interest (fimbria, CA1, CA2/3, CA4/DG, presubiculum, subiculum, and hippocampal fissure), we calculated the Dice overlap coefficient, defined as the volume of overlap between the automated and manual segmentation divided by their mean volume. We used a leave-one-out cross-validation strategy, in which we built an atlas mesh from the delineations in nine subjects, and used this to segment the image of the remaining subject. We repeated this process for each of the 10 subjects, and compared the automated segmentation results with the corresponding manual delineations.

Figure 1 compares the manual and automated segmentation results qualitatively on a set of cross-sectional slices. The upper half of figure 2 shows the average Dice overlap measure for each of the structures of interest, along with error bars that indicate the standard errors around the mean. The lower half of the figure shows, for each structure, the volume differences between the automated and manual segmentations relative to their mean volumes. An example of our mesh-based probabilistic atlas, derived from nine manually labeled hippocampi, is shown in figure 3.

Fig 1. From left to right: ultra-high resolution MRI data, manual delineations, and corresponding automated segmentations.


Fig 2. Dice overlap measures (top) and relative volume differences (bottom) between automated and manual segmentations. The colors are as in figure 1.
Fig 3. Mesh-based probabilistic atlas, derived from manual delineations in nine subjects, warped onto the 10th subject shown in figure 1. The colors are as in figure 1.

Integration into Slicer

We are currently working on integrating our method into 3D Slicer. Our aim is to provide an implementation that is fast and intuitive enough to be useful in hospital environments.

Key Investigators

  • MIT: Koen Van Leemput, Sylvain Jaume, Polina Golland
  • Harvard: Steve Pieper, Ron Kikinis

Publications

NA-MIC Publications Database on Bayesian Segmentation of MRI Images