An Example Using PET for Statistical Parametric Mapping An Example Using PET for Statistical Parametric Mapping Jack L. Lancaster, Ph.D. Presented to SPM.

Slides:



Advertisements
Similar presentations
fMRI Methods Lecture6 – Signal & Noise
Advertisements

VBM Voxel-based morphometry
Cluster Analysis of fMRI Data Using Dendrogram Sharpening L. Stanberry, R. Nandy, and D. Cordes Presenter: Abdullah-Al Mahmood.
Concepts of SPM data analysis Marieke Schölvinck.
1 st Level Analysis: design matrix, contrasts, GLM Clare Palmer & Misun Kim Methods for Dummies
Gordon Wright & Marie de Guzman 15 December 2010 Co-registration & Spatial Normalisation.
Introduction to Functional and Anatomical Brain MRI Research Dr. Henk Cremers Dr. Sarah Keedy 1.
Basics of fMRI Preprocessing Douglas N. Greve
OverviewOverview Motion correction Smoothing kernel Spatial normalisation Standard template fMRI time-series Statistical Parametric Map General Linear.
Opportunity to Participate EEG studies of vision/hearing/decision making – takes about 2 hours Sign up at – Keep checking.
Realigning and Unwarping MfD
fMRI data analysis at CCBI
Principles of NMR Protons are like little magnets
fMRI introduction Michael Firbank
Structural and Functional Imaging This is a Functional MRI Image !?
Opportunity to Participate
Dissociating the neural processes associated with attentional demands and working memory capacity Gál Viktor Kóbor István Vidnyánszky Zoltán SE-MRKK PPKE-ITK.
Principles of MRI Some terms: – Nuclear Magnetic Resonance (NMR) quantum property of protons energy absorbed when precession frequency.
Preprocessing II: Between Subjects John Ashburner Wellcome Trust Centre for Neuroimaging, 12 Queen Square, London, UK.
Surface-based Analysis: Intersubject Registration and Smoothing
FMRI Preprocessing John Ashburner. Contents *Preliminaries *Rigid-Body and Affine Transformations *Optimisation and Objective Functions *Transformations.
Why ROI ? (Region Of Interest) 1.To explore one’s data (difficult to discern patterns across whole brain) To control for Type 1 error and limit the number.
Measuring Blood Oxygenation in the Brain. Functional Imaging Functional Imaging must provide a spatial depiction of some process that is at least indirectly.
Connectivity of aMRI and fMRI data Keith Worsley Arnaud Charil Jason Lerch Francesco Tomaiuolo Department of Mathematics and Statistics, McConnell Brain.
General Linear Model & Classical Inference
Co-registration and Spatial Normalisation
TSTAT_THRESHOLD (~1 secs execution) Calculates P=0.05 (corrected) threshold t for the T statistic using the minimum given by a Bonferroni correction and.
Statistical Parametric Mapping Lecture 9 - Chapter 11 Overview of fMRI analysis Textbook: Functional MRI an introduction to methods, Peter Jezzard, Paul.
Preprocessing of FMRI Data fMRI Graduate Course October 23, 2002.
Research course on functional magnetic resonance imaging Lecture 2
Susceptibility Induced Loss of Signal: Comparing PET and fMRI on a Semantic Task Devlin et al. (in press)
AFNI Robert W Cox, PhD Biophysics Research Institute Medical College of Wisconsin Milwaukee WI.
1 Hands-On Data Analysis Kate Pirog Revill and Chris Rorden Data from safety training –9 subjects –Finger-tapping task (12s tapping, 12s rest) –188 scans.
Keith Worsley Department of Mathematics and Statistics, and McConnell Brain Imaging Centre, Montreal Neurological Institute, McGill University Correlation.
Medical Image Analysis Image Reconstruction Figures come from the textbook: Medical Image Analysis, by Atam P. Dhawan, IEEE Press, 2003.
Coregistration and Spatial Normalisation
FMRI Methods Lecture7 – Review: analyses & statistics.
FMRI Group Natasha Matthews, Ashley Parks, Destiny Miller, Ziad Safadi, Dana Tudorascu, Julia Sacher. Adviser: Mark Wheeler.
SPM short course – Oct Linear Models and Contrasts Jean-Baptiste Poline Neurospin, I2BM, CEA Saclay, France.
Using PET. We ’ ve seen how PET measures brain activity We ’ ve seen how PET measures brain activity How can we use it to measure the “ mind ” that works.
Functional Brain Signal Processing: EEG & fMRI Lesson 13
Superior surface quality control by deflectometry.
Correlation random fields, brain connectivity, and astrophysics Keith Worsley Arnaud Charil Jason Lerch Francesco Tomaiuolo Department of Mathematics and.
Somatotopy of the Anterior Cingulate Cortex and Supplementary Motor Area for tactile stimulation of the hand and the foot D. Arienzo 1,2, T.D. Wager 3,
Statistical Parametric Mapping Lecture 11 - Chapter 13 Head motion and correction Textbook: Functional MRI an introduction to methods, Peter Jezzard, Paul.
Functional Brain Signal Processing: EEG & fMRI Lesson 14
Younger Older AdultsAdults MSDMSD Conjunction minus Feature Right fusiform gyrus (BA 19) Conjunction Feature Right.
FEAT (fMRI Expert Analysis Tool)
SPM Pre-Processing Oli Gearing + Jack Kelly Methods for Dummies
Methods for Dummies Second level Analysis (for fMRI) Chris Hardy, Alex Fellows Expert: Guillaume Flandin.
(Example) Class Presentation: John Desmond
Arterial spin labeling
Statistical Analysis An Introduction to MRI Physics and Analysis Michael Jay Schillaci, PhD Monday, April 7 th, 2007.
GENERATION OF PARAMETRIC IMAGES PROSPECTS PROBLEMS Vesa Oikonen Turku PET Centre
Multimodal Integration surfer.nmr.mgh.harvard.edu.
Biomarkers from Dynamic Images – Approaches and Challenges
Spatial processing of FMRI data And why you may care.
General Linear Model & Classical Inference London, SPM-M/EEG course May 2016 Sven Bestmann, Sobell Department, Institute of Neurology, UCL
functional magnetic resonance imaging (fMRI)
Group Averaging of fMRI Data
Surface-based Analysis: Inter-subject Registration and Smoothing
Surface-based Analysis: Intersubject Registration and Smoothing
Image Preprocessing for Idiots
Signal and Noise in fMRI
Computed Assisted Tomography Scan (CAT Scan)
Reversible Silencing of the Frontopolar Cortex Selectively Impairs Metacognitive Judgment on Non-experience in Primates  Kentaro Miyamoto, Rieko Setsuie,
Jack Grinband, Joy Hirsch, Vincent P. Ferrera  Neuron 
Adaptive multi-voxel representation of stimuli, rules and responses
Christian Büchel, Jond Morris, Raymond J Dolan, Karl J Friston  Neuron 
The Cognitive Science Approach
Presentation transcript:

An Example Using PET for Statistical Parametric Mapping An Example Using PET for Statistical Parametric Mapping Jack L. Lancaster, Ph.D. Presented to SPM class

Example PET Study Interest of the study in brain areas active in stutters Stuttering can be quantified using stuttered interval count (SI) count SI count is the # of 4-second intervals containing stuttered speech SI count can serve as an external measure for correlation with CBF in PET study Need group design study to see subtle effects

Example Study PET Acquisition CTI/Siemens PET scanner Attenuation correction using Ge-68/Ga-68 rod transmission source 10-min interval between scans Head immobilized to reduce motion 40 second uptake phase initiated when tracer enters the brain followed by 50 second initial washout phase Images were of the combined 90 second period which represents CBF with good SNR Text for reading presented on video monitor Reading started at time of injection and lasted for 60 seconds (20 seconds to reach brain Plus 10 sec uptake phase) Six scans each task repeated twice

Example PET Study Design oral - solo reading of text passage mono - spontaneous monologue (speaking without text passage) ECR - eyes closed rest Subject 1Subject 2Subject 3… Scan 1monooralmono Scan 2ECR Scan 3oralmonooral Scan 4ECR Scan 5oralmonooral Scan 6monooralmono Full study had 12 subjects.

FAST for bias field correction 3 Original 3-D MRI 1 1 BET to remove non- brain tissues and Mango to cleanup 2 Adjust to 2 mm, spatially normalize, and value normalize to support averaging. 4 Preprocessing of MRI for PET studies is similar to fMRI, but most PET studies use group analyses so average MRI images are created, often at a lower pixel spacing seen with PET studies (2 mm). Group SPMs are overlaid onto the group average MR images.

PET O-15 water Scans Monolog 2 - Solo Reading 2 - Eyes Closed Rest Raw group average of six scans after correction for movement ROI delimiting brain tissue is defined using the raw group average image Each scan adjusted to the same average value within the brain (often 1000) ROI Mean before value normalization Value Normalization required for PET studies (deals with scan and subject differences in radiotracer levels).

Fitted AC-PC Line CCTNSCCB Spatial Normalization MRI Manual (landmark based) approach with high resolution MRI

Automated Spatial Normalization MRI Average 2 mm MRI from study. FLIRT to align 2 mm MRI template – Colin Brain.

PET Spatial Normalization BeforeAfter All subject’s PET scans are corrected for motion and averagedAll subject’s PET scans are corrected for motion and averaged Dotted outline is from the average PET scanDotted outline is from the average PET scan Solid outline is from spatially normalized MRI of the subjectSolid outline is from spatially normalized MRI of the subject A 4x4 affine transform is iteratively adjusted to seek best fit between the two outlines (minimum mean square error)A 4x4 affine transform is iteratively adjusted to seek best fit between the two outlines (minimum mean square error) Alternatively can use FLIRT with normalized correlation cost functionAlternatively can use FLIRT with normalized correlation cost function Resulting transform is applied to all PET scans for the subjectResulting transform is applied to all PET scans for the subject Repeat for all subjects fitting a common templateRepeat for all subjects fitting a common template Convex Hull surfaces similar for MRI and PET images.

Subject 1 - redSubject 3 -blueSubject 2 - green Overlays of PET from individual subjects onto the average MRI for the study demonstrates how well fitting of PET images to MR images works. All images are now spatially normalized and Talairach coordinates can be used to provide candidate labels from coordinates.

Simple Contrast After value and spatial normalization All subject’s solo reading minus all eyes closed rest as simple contrast. SD from subtractions to estimate z- score Voxel-by-voxel z-score ~ (reading - rest)/SD

Rest 1 Rest 2 Rest 1- Rest 2 Task - Task provides estimate of SD

Reading 1 Reading 1-Reading 2 Reading 2 Task-Task provides estimate of SD

Image thresholded to illustrate large changes Poor SNR Does not deal with task performance variability (single trial) Doesn’t address issue of where in the brain (single subject) Poor estimate of standard deviation for subtraction Single-subject single-trial contrast of Solo reading vs. Eyes closed rest

Simple Group Contrast Solo reading vs. Eyes closed rest two trials per task and n=12 subjects. Thresholded at z-score > 3.

Table Used for Correlation SubjectTaskSI CountScan 1solo reading103 1solo reading75 1eyes closed rest solo reading831 2solo reading896 2eyes closed rest solo reading173 3solo reading05 3eyes closed rest Four SI count samples per subject and full study was of 12 subjects. Voxel-by-voxel correlation with the SI count pattern Correlation coefficients converted to z-scores for use as SP maps

Simple Contrast Compared With Performance Correlation Images at Talairach coordinate z = 56. Reading vs. Eyes closed restVoxel-by-voxel correlation with SI count. SPI threshold z > 2.5. SMA

Simple Contrast Compared With Performance Correlation Images at Talairach coordinate z = 38. Reading vs. Eyes closed restVoxel-by-voxel correlation with SI count. SPI threshold z > 2.5. M1

For More Details on PET Processing similar to what was used in this example see Fox et al., A PET study of the neural systems of stuttering, Nature, 1996, pp Fox et al., Functional-lesion investigation of developmental stuttering with positron emission tomography, Journal of Speech and Hearing Research, 1996, Ingham et al., Brain correlates of stuttering and syllable production: Gender comparison and replication, Journal of Speech, Language and Hearing Research, 2000, pp Fox et al., Brain correlates of stuttering and syllable production: A PET performance-correlation analysis, Brain, 2000, pp