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Groupwise Registration in NAMICkit

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Affine. Non-rigid using B-Splines. 3. Registering to the Mean of the Population. 4 ... Before Affine BS 4. BS 8 BS 16. 11. Summary. Implemented group-wise ... – PowerPoint PPT presentation

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Title: Groupwise Registration in NAMICkit


1
Group-wise Registration in NAMIC-kit
  • Serdar K Balci (MIT)
  • Lilla Zöllei (MGH)
  • Kinh Tieu (BWH)
  • Mert R Sabuncu (MIT)
  • Polina Golland (MIT)

2
Robust Group-wise Registration
  • Entropy based group-wise registration
  • ITK implementation
  • Empirical Evaluation

3
Background Groupwise Registration
  • Images Transforms
  • Transforms
  • Affine
  • Non-rigid using B-Splines

4
Registering to the Mean of the Population
5
Groupwise Registration Congealing
L . Zöllei, E. Learned-Miller, E. Grimson, W.M.
Wells III. "Efficient Population Registration of
3D Data."
6
Congealing Intuition
  • If Gaussian
  • If also
  • Registering to the mean with LS metric

7
Implementation
  • ITK classes
  • Group-wise registration using congealing
  • Variance
  • Entropy

8
Results
Before Affine BS 4 BS 8
BS 16
Entropy
Variance
9
Overlap Measures
10
Full Term Babies
Before Affine
BS 4
BS 8 BS 16
BS 32
11
Pre Term Babies
Before Affine BS 4
BS 8 BS 16
12
Summary
  • Implemented group-wise registration in ITK
  • Congealing Entropy based registration
  • Affine and BSpline
  • Multithreaded implementation
  • Bspline optimization
  • Initial Evaluation
  • A population of 50 subjects
  • Used segmentation labels to evaluate

13
Ongoing Work
  • Finding optimal parameters
  • B-Spline mesh size,
  • of hierarchical levels
  • Subsampling
  • Quantitative comparison to other methods
  • Pair-wise registration to the mean using MI

14
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15
Congealing with Two Images
  • Using Parzen windows
  • As we only have two images
  • Pairwise registration using LS metric

16
Groupwise Reg. using Pairwise Reg.
  • If we assume that images are independent given a
    subject, representative of the population

17
Registering to the mean
  • We assume independence over images
  • and draw i.i.d. samples from each image

18
Groupwise Registration using Joint Entropy
  • Assume i.i.d over space, but dont make any
    assumptions about images
  • Estimating entropy of an N-dimensional
    distribution is a challenging task

19
Results Congealing with Entropy
Before After
(B-Splines 20mm)
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