PVE for MRI Brain Tissue Classification Zeng Dong SLST, UESTC 6-9.

Slides:



Advertisements
Similar presentations
Dynamic Spatial Mixture Modelling and its Application in Cell Tracking - Work in Progress - Chunlin Ji & Mike West Department of Statistical Sciences,
Advertisements

A Growing Trend Larger and more complex models are being produced to explain brain imaging data. Bigger and better computers allow more powerful models.
SPM5 Segmentation. A Growing Trend Larger and more complex models are being produced to explain brain imaging data. Bigger and better computers allow.
Bayesian Belief Propagation
Joint Detection-Estimation of Brain Activity in fMRI using Graph Cuts Thesis for the Master degree in Biomedical Engineering Lisbon, 30 th October 2008.
VBM Voxel-based morphometry
Active Shape Models Suppose we have a statistical shape model –Trained from sets of examples How do we use it to interpret new images? Use an “Active Shape.
MRI preprocessing and segmentation.
ProbExplorer: Uncertainty-guided Exploration and Editing of Probabilistic Medical Image Segmentation Ahmed Saad 1,2, Torsten Möller 1, and Ghassan Hamarneh.
Jeroen Hermans, Frederik Maes, Dirk Vandermeulen, Paul Suetens
Desheng Liu, Maggi Kelly and Peng Gong Dept. of Environmental Science, Policy & Management University of California, Berkeley May 18, 2005 Classifying.
Learning to Detect A Salient Object Reporter: 鄭綱 (3/2)
Bayesian models for fMRI data
Bayesian models for fMRI data Methods & models for fMRI data analysis 06 May 2009 Klaas Enno Stephan Laboratory for Social and Neural Systems Research.
Spatial preprocessing of fMRI data Methods & models for fMRI data analysis 25 February 2009 Klaas Enno Stephan Laboratory for Social and Neural Systrems.
First introduced in 1977 Lots of mathematical derivation Problem : given a set of data (data is incomplete or having missing values). Goal : assume the.
1 On the Statistical Analysis of Dirty Pictures Julian Besag.
Spatial preprocessing of fMRI data
An Optimal Learning Approach to Finding an Outbreak of a Disease Warren Scott Warren Powell
Abstract Extracting a matte by previous approaches require the input image to be pre-segmented into three regions (trimap). This pre-segmentation based.
1 Integration of Background Modeling and Object Tracking Yu-Ting Chen, Chu-Song Chen, Yi-Ping Hung IEEE ICME, 2006.
1 Bayesian Restoration Using a New Nonstationary Edge-Preserving Image Prior Giannis K. Chantas, Nikolaos P. Galatsanos, and Aristidis C. Likas IEEE Transactions.
An Iterative Optimization Approach for Unified Image Segmentation and Matting Hello everyone, my name is Jue Wang, I’m glad to be here to present our paper.
Arizona State University DMML Kernel Methods – Gaussian Processes Presented by Shankar Bhargav.
Preprocessing II: Between Subjects John Ashburner Wellcome Trust Centre for Neuroimaging, 12 Queen Square, London, UK.
Rician Noise Removal in Diffusion Tensor MRI
Image Analysis and Markov Random Fields (MRFs) Quanren Xiong.
Binary Variables (1) Coin flipping: heads=1, tails=0 Bernoulli Distribution.
MS Lesion Visualization Assisted Segmentation Daniel Biediger COSC 6397 – Scientific Visualization.
SegmentationSegmentation C. Phillips, Institut Montefiore, ULg, 2006.
1 Detecting Subtle Changes in Structure Chris Rorden –Voxel Based Morphometry Segmentation – identifying gray and white matter Modulation- adjusting for.
Multi-Modal Quantitative Analysis of Pediatric Focal Epilepsy Andy Eow Medical Vision Group CSAIL, MIT.
DTU Medical Visionday May 27, 2009 Generative models for automated brain MRI segmentation Koen Van Leemput Athinoula A. Martinos Center for Biomedical.
1 Physical Fluctuomatics 5th and 6th Probabilistic information processing by Gaussian graphical model Kazuyuki Tanaka Graduate School of Information Sciences,
Image Segmentation and Seg3D Ross Whitaker SCI Institute, School of Computing University of Utah.
INDEPENDENT COMPONENT ANALYSIS OF TEXTURES based on the article R.Manduchi, J. Portilla, ICA of Textures, The Proc. of the 7 th IEEE Int. Conf. On Comp.
2004 All Hands Meeting Analysis of a Multi-Site fMRI Study Using Parametric Response Surface Models Seyoung Kim Padhraic Smyth Hal Stern (University of.
Mixture of Gaussians This is a probability distribution for random variables or N-D vectors such as… –intensity of an object in a gray scale image –color.
M. Pokric, P.A. Bromiley, N.A. Thacker, M.L.J. Scott, and A. Jackson University of Manchester Imaging Science and Biomedical Engineering Probabilistic.
3D Digital Cleansing Using Segmentation Rays Authors: Sarang Lakare, Ming Wan, Mie Sato and Arie Kaufman Source: In Proceedings of the IEEE Visualization.
National Alliance for Medical Image Computing Segmentation Foundations Easy Segmentation –Tissue/Air (except bone in MR) –Bone in CT.
1 Markov random field: A brief introduction (2) Tzu-Cheng Jen Institute of Electronics, NCTU
Voxel-based morphometry The methods and the interpretation (SPM based) Harma Meffert Methodology meeting 14 april 2009.
MINC meeting 2003 Pipelines: analyzing structural MR data Jason Lerch.
Lecture 2: Statistical learning primer for biologists
Markov Random Fields & Conditional Random Fields
Efficient Belief Propagation for Image Restoration Qi Zhao Mar.22,2006.
Detection of Anatomical Landmarks Bruno Jedynak Camille Izard Georgetown University Medical Center Friday October 6, 2006.
IGP NCRR Image and Geometry Processing Highlights of ongoing work Geometry processing Shape analysis Visualization/segmentation.
Level Set Segmentation ~ 9.37 Ki-Chang Kwak.
Segmentation of 3D microPET Images of the Rat Brain by Hybrid GMM and KDE Tai-Been Chen Department of Medical Imaging and Radiological Science,
ASP algorithm Image term Stretch term Bending term Self-proximity term Vertex-vertex proximity constraints.
Biointelligence Laboratory, Seoul National University
HST 583 fMRI DATA ANALYSIS AND ACQUISITION
Random Forests For Multiple Sclerosis Lesion Segmentation
Variational Bayesian Inference for fMRI time series
Classification of unlabeled data:
LOCUS: Learning Object Classes with Unsupervised Segmentation
20 Years of FreeSurfer PETsurfer: MRI-PET Integration using FreeSurfer Nov 17, 2017 Douglas N. Greve, Ph.D. Martinos Center for Biomedical Imaging Massachusetts.
Binarization of Low Quality Text Using a Markov Random Field Model
Keith Worsley Keith Worsley
Markov Random Fields for Edge Classification
Computational Neuroanatomy for Dummies
PRAKASH CHOCKALINGAM, NALIN PRADEEP, AND STAN BIRCHFIELD
Biointelligence Laboratory, Seoul National University
Anatomical Measures John Ashburner
The Image The pixels in the image The mask The resulting image 255 X
Segmentation Algorithm
Typical images of a patient without brain metastases derived via automatic segmentation software. Typical images of a patient without brain metastases.
Presentation transcript:

PVE for MRI Brain Tissue Classification Zeng Dong SLST, UESTC 6-9

PVE Partial Volume Effect

Contents Overview Method Nei. PVE Model MAP Result Discussion Conclusion

Overview 1-role Roles of Segmentation in qualitative in visualization

Overview 2 – difficulty difficulty inhomogeneous PVE hard soft segmentation Statistic MAP MRF

Overview 3 - PVE IEE95 NOISE MODELS based Sampling noise Material-dependent Noise PVE direct indirect

Direct Determine PVC directly IEEE91 multichannel

continuous IEE03 Only tow types

continuous 02 Fuzzy Markov discrete PVC

Indirect PV class Determine PVC based on PV voxels

continuous More Tow Not Multi-channal Discrete PVC Boundary voxels More accurate, more efficient

Method-Nei. PVE N: numbers of pixels Assume: mask

continuous K: numbers of pure g(.,.): Gaussian function

continue Observed is mixed with its nei.s meanly during sampling Nei. Size M

continue

continue L kinds of mixed types: Mixed set Assume A mixed type

continue

PVE Segmentation MAP Y: observed images X: segmentation images

Likelihood term Assume that the intensity at voxel i does not depend on the tissue content of the other voxels.

Prior Assume X is MRF on nei. System C, and x is a realization RF X Z: Partition function U(x): Potential energy function

continue

continue

continue

ICM Iterative Constrained Mode local combination

continue

continue

continue 1. Init X (beta = 0, M=1) 2. Update mixel mean and variance 3. ICM 4. goto 2

Result Brain tissue classification K=3: CSF, GM, WM N=1,3,7,27

continue Generate Mixed types: for CSF=M:0 for GM=(M-CSF):0 { WM=M-CSF-GM … }

continue Example(K=3,M=7) Reduce: Not tow maximization( 3) CSF !=0 && GM != 0 (18) CSF GM WM

continue Ori seg Ori Seg with b Seg without b

continue compare 数据 100_23 1_24 11_3 110_3 111_2 112_2 12_3 13_3 15_3* 17_3* CSF GM WM 数据 17_3 191_3 202_3 205_3 CSF GM WM Mean: csf 20% GM 86% WM :83%

Discussion 4-1 Mixel of CSF and WM 0: : : : : : : : : : : mix mean and var 0: : : : : : : : : : : : : : : : : : : : : : : :

continous Mixel of CSF and WM

Discussion 4-2 Measure Parameter estimation csf mean : csf var : gm mean : gm var : wm mean : wm var : csf mean : csf var : gm mean : gm var : wm mean : wm var : Result para:Ori para Csf mean: Csf var: gm mean: gm var: wm mean: wm var: Init para(ML)

Discussion 4-3 Prior Parameter estimation

Discussion 4-4 Intensity inhomogeneous

Conclusion More accurate, more efficient Unify framework generalization

Thanks