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////////////////AAAAAAAAAAAAAAAAAAAAAAAAAAD///8AAP////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////8AAP////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////8AAAMAAAAAAA== ------=_NextPart_01C544D1.CA3F0AF0 Content-Location: file:///C:/1E123C52/Individual_BMA2_files/pres.xml Content-Transfer-Encoding: quoted-printable Content-Type: text/xml; charset="utf-8" ------=_NextPart_01C544D1.CA3F0AF0 Content-Location: file:///C:/1E123C52/Individual_BMA2_files/slide0001.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Slide 1
Bayesian Model Averaging in EEG/MEG imaging for individual Brain Anatomy
=
=
-Lester Melie-García*
-Nelson J. Trujillo-Barreto*
-Thomas Koenig-Eduardo Martínez-Montes* =
-Daniela Hubl -Pedro Valdes-Sosa *
EEG/MEG
BET
Prior Information
or Constraints
Anatomical
Mathematical<= /span>
20-120 sensors<= span lang=3DES-MODERN style=3D'font-size:111%;mso-special-format:lastCR;display= :none'>
3,000-40,000 voxels
Inverse Problem
of the EEG/MEG=
Classical EEG/MEG Tomography
Model Uncertainty is not taken into account. Which model is the truth? Bayesian Mo= del Averaging solves this problem !!
For each model (assumed as the truth) we obtain <= span style=3D'font-size:144%'>different primary current density      estimatio= ns.   
ˆ=
j
DA= TA
Mod= el 2
Mod= el 1
Mod= el N
1
ˆ=
j
Bayesian Model Averaging= in EEG/MEG Imaging (Trujillo et. al. 2004)=
= Using the Bayesian Model Averaging (BMA) is po= ssible to find a unique solution
A
v
e
r
a
g
i
n
g
Mod= el 2
Mod= el 1
Mod= el N
It accounts for uncertainty about model form by weighting = the conditional posterior densities according to the posterior probability o= f each model !!
Previous models definiti= on in MNI Average Brain (Trujillo et. al. 2004)<= /span>
Parcellation in<= span style=3D'mso-spacerun:yes'>  69 compartments of the MNI  Average Brain to define different models
New models definition in ind= ividual Brain Anatomy
Step 1: Models definition in Individual Br= ain Anatomy. This step consists of the parcellation in 69 structures of the individual brain anatomy based on the High resolution T1 weighted  <= span style=3D'position:absolute;top:45.48%;left:37.8%;width:25.6%;height:1.26%'= >anatomical image and Average Brain= (MNI Average Brain). An individual Atla= s is obtained.
Step 2: Application of the BMA developed f= or Average Brain using Models defined= in previous step
Individual Brain Atlas steps (Models definition in Individual Anatomy)
1. Transformation to MNI Normalized Space. The transformation Matrix is saved for the second = step
2. The MNI Atlas is transformed to individual Bra= in space using the inverse transform Matrix obtai= ned in point 1. The individual anatomy is segmente= d and the gray matter segmentation mask is used = with the MNI Atlas transformed previously to <= /b>classify 69 different structures (Models) and<= span style=3D'mso-spacerun:yes'>  to generate an individual Atlas.
Individual Brain Atlas Flowchart
MNI Atlas
2-
Individual Atlas (Models defined = in Individual <= /span>Anatomy)
Gray matter Segmentation Mask in individual <= /span>space=
-1
Using the Inverse Transformation Ma= trix
A
N
D
Individual Anatomy space
1-
Individual Anatomy normalized to MNI Average = Brain space<= /span>
Finding the Tr= ansformation Ma= trix
Application in Real Data (Experiment and Data Preprocessing)=
Experiment Setup
üage =3D 24.8 yea= rs , SD =3D 3.1 years)
üexperiment. Checkerboard with reversal frequency of 3 Hz. Left , Rig= ht Hemifield and Full Stimulation.
üEEG-fMRI (96 cha= nnels) (BrainVision System)
Data Preprocessing
ü<= /span> Ballistocardiogram rejection <= /b>
ü<= /span> Scanner Radiofrequency  rejection
ü Windowing
ü Artifact rejection =
ü<= /span>Window Averaging= for obtaining visual= event related potentials
N1 Component of Visual Evoked Potential in Subject 1 for Left Hemifield St= imulation after preprocessing
A)BMA solution for the N1 component of the evoked potential for Lef= t Hemifield Stimulation.
B)fMRI activation contrasting Left Hemifield Stimulation (in hot sc= ale) versus Right Hemifield Stimulation (in winter scale).
Results
References
=
=
Trujillo-Barreto N.J., Aubert-Vázquez E. and Valdés-Sosa. <= span style=3D'position:absolute;top:86.28%;left:68.29%;width:30.08%;height:1.26= %'>Bayesian Model Averaging in EEG/MEG imaging. Neuroimage 21 (2004) 1300-1319.
Kass R.E. and Raftery A.E. 1994. Bayes Factors. Technical Report no. 254. = Department of Statistics, University of Washington.
Evans A.= C., Collins D.L., Mills S.R., Brown E.D., Kelly R.L. and Peters T.M. 1993. 3D statistical neuroanato= mical models from 305 MRI volumes. Proc. IEEE-Nuclear Science = Symposium and Medical Imaging Conference= , London: M.T.P Press; 95, 1813-1817.

&= #13;
* Cuban Neuroscience Center, Havana, Cuba
Un= iversity Hospital Bern, Switzerland
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