MRI Tissue Classification with Neighborhood Statistics: A Nonparametric, EntropyMinimizing Approach' - PowerPoint PPT Presentation

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MRI Tissue Classification with Neighborhood Statistics: A Nonparametric, EntropyMinimizing Approach'

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Calculates the segmentation by minimizing entropy ... Minimizes (approximation of) entropy H. Results. Compare with state-of-the-art method: ... – PowerPoint PPT presentation

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Title: MRI Tissue Classification with Neighborhood Statistics: A Nonparametric, EntropyMinimizing Approach'


1
MRI Tissue Classification with Neighborhood
Statistics A Nonparametric, Entropy-Minimizing
Approach.
  • Tolga Tasdizen, Suyash P. Awate, Ross T. Whitaker
    and Norman L. Foster
  • University of Utah
  • MICCAI 2005

2
Outline
  • State-of-the-art background
  • The new algorithm
  • Distribution estimation
  • Segmentation estimation
  • Comparison with state-of-the-art
  • Results

3
Segmentation of Brain MRI
  • State-of-the-art
  • Parametric statistical model of single pixel
    intensity (usually Gaussians) for each tissue
    class
  • MRF models of spatial smoothness
  • Bias field correction
  • Brain atlas

4
Intensity model of tissues
5
Brain atlas
  • Register with atlas
  • Use as prior information

6
Bias correction
  • Low frequency intensity change
  • Needs to be removed for successful segmentation

7
Spatial smootness
  • Include information from neighbourhood to handle
    the noise
  • Markov Random Fields

8
The new algorithm
  • Estimates the true intensity using non-parametric
    model
  • Calculates the segmentation by minimizing entropy
  • Deals with the noise by including the
    neighbourhood in the voxel intensity model
  • Bias correction can be included

9
Intensity distribution estimation
  • Gaussians are not ideal model of intensity
    distribution of a tissue
  • Estimate the true intensity using Parzen Window
  • Include the neighbourhood 7-dimensional
    distribution gt deal with the noise

10
Algorithm
  • Initialise segmentation using atlas
  • Estimate (7D)intensity distribution for each
    tissue class
  • Calculate new segmentation to minimise entropy
  • Iterate between 2 and 3 until entropy converges

11
Distribution Estimation
  • pk(Zz) likelihood function probability of
    observing the neighbourhood z given tissue type k
    at center voxel t.
  • Distribution estimation by Parzen window given
    the segmentation
  • Ak(t) randomly chosen set of voxels labeled as
    tissue k
  • G gaussian distribution

12
Segmentation estimation
  • Tk set of voxels assigned to tissue k
  • New segmentation For each voxel choose the class
    with highest likelihood
  • Minimizes (approximation of) entropy H

13
Results
  • Compare with state-of-the-art method
  • The method uses gaussian tissue intensity
    distribution, maximum likelihood and EM algorithm
  • Reference
  • K. Van Leemput, F. Maes, D. Vandermeulen, P.
    Suetens. Automated model-based tissue
    classification of MR images of the brain. IEEE
    Trans. Med .Imag. 1999

14
Results
  • Segmentation better than state-of-the-art
  • Disadvantage - speed

15
Results
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