FMRI Journal Club September 28, 2004 Andy James and Jason Craggs Evaluation of mixed effects in event-related fMRI studies: Impact of first-level design.

Slides:



Advertisements
Similar presentations
2nd level analysis – design matrix, contrasts and inference
Advertisements

2nd level analysis – design matrix, contrasts and inference
Randomized Complete Block and Repeated Measures (Each Subject Receives Each Treatment) Designs KNNL – Chapters 21,
Chapter 9 Choosing the Right Research Design Chapter 9.
Group analysis Kherif Ferath Wellcome Trust Centre for Neuroimaging University College London SPM Course London, Oct 2010.
Validity of Quantitative Research Conclusions. Internal Validity External Validity Issues of Cause and Effect Issues of Generalizability Validity of Quantitative.
Basics of fMRI Group Analysis Douglas N. Greve. 2 fMRI Analysis Overview Higher Level GLM First Level GLM Analysis First Level GLM Analysis Subject 3.
Group analyses of fMRI data Methods & models for fMRI data analysis in neuroeconomics November 2010 Klaas Enno Stephan Laboratory for Social and Neural.
Efficiency in Experimental Design Catherine Jones MfD2004.
Design Efficiency Tom Jenkins Cat Mulvenna MfD March 2006.
For stimulus s, have estimated s est Bias: Cramer-Rao bound: Mean square error: Variance: Fisher information How good is our estimate? (ML is unbiased:
Group analyses Wellcome Dept. of Imaging Neuroscience University College London Will Penny.
The General Linear Model (GLM)
Group analyses of fMRI data Methods & models for fMRI data analysis 28 April 2009 Klaas Enno Stephan Laboratory for Social and Neural Systems Research.
Group analyses of fMRI data Methods & models for fMRI data analysis 26 November 2008 Klaas Enno Stephan Laboratory for Social and Neural Systems Research.
PSYC512: Research Methods PSYC512: Research Methods Lecture 15 Brian P. Dyre University of Idaho.
1 Overview of Hierarchical Modeling Thomas Nichols, Ph.D. Assistant Professor Department of Biostatistics Mixed Effects.
PSYC512: Research Methods PSYC512: Research Methods Lecture 14 Brian P. Dyre University of Idaho.
Study Design and Efficiency Tom Jenkins Catherine Mulvenna.
1st Level Analysis Design Matrix, Contrasts & Inference
Efficiency – practical Get better fMRI results Dummy-in-chief Joel Winston Design matrix and.
2nd Level Analysis Jennifer Marchant & Tessa Dekker
Extension to ANOVA From t to F. Review Comparisons of samples involving t-tests are restricted to the two-sample domain Comparisons of samples involving.
1)Test the effects of IV on DV 2)Protects against threats to internal validity Internal Validity – Control through Experimental Design Chapter 10 – Lecture.
7/16/2014Wednesday Yingying Wang
Analysis of fMRI data with linear models Typical fMRI processing steps Image reconstruction Slice time correction Motion correction Temporal filtering.
Control in Experimentation & Achieving Constancy Chapters 7 & 8.
SPM Course Zurich, February 2015 Group Analyses Guillaume Flandin Wellcome Trust Centre for Neuroimaging University College London With many thanks to.
The Randomized Complete Block Design
Selecting and Recruiting Subjects One Independent Variable: Two Group Designs Two Independent Groups Two Matched Groups Multiple Groups.
1 Experimental Design. 2  Single Factor - One treatment with several levels.  Multiple Factors - More than one treatment with several levels each. 
Corinne Introduction/Overview & Examples (behavioral) Giorgia functional Brain Imaging Examples, Fixed Effects Analysis vs. Random Effects Analysis Models.
Repeated Measurements Analysis. Repeated Measures Analysis of Variance Situations in which biologists would make repeated measurements on same individual.
Group analyses of fMRI data Methods & models for fMRI data analysis November 2012 With many thanks for slides & images to: FIL Methods group, particularly.
Contrasts & Inference - EEG & MEG Himn Sabir 1. Topics 1 st level analysis 2 nd level analysis Space-Time SPMs Time-frequency analysis Conclusion 2.
Wellcome Dept. of Imaging Neuroscience University College London
fMRI Task Design Robert M. Roth, Ph.D.
 Descriptive Methods ◦ Observation ◦ Survey Research  Experimental Methods ◦ Independent Groups Designs ◦ Repeated Measures Designs ◦ Complex Designs.
Event-related fMRI SPM course May 2015 Helen Barron Wellcome Trust Centre for Neuroimaging 12 Queen Square.
Methods for Dummies Second level Analysis (for fMRI) Chris Hardy, Alex Fellows Expert: Guillaume Flandin.
Statistical Analysis An Introduction to MRI Physics and Analysis Michael Jay Schillaci, PhD Monday, April 7 th, 2007.
FMRI Modelling & Statistical Inference Guillaume Flandin Wellcome Trust Centre for Neuroimaging University College London SPM Course Chicago, Oct.
Experiments: Part 2.
Group Analyses Guillaume Flandin SPM Course London, October 2016
The General Linear Model (GLM)
Experimental Design-Chapter 8
The General Linear Model
12 Inferential Analysis.
Internal Validity – Control through
Random Effects Analysis
The General Linear Model (GLM)
Methods for Dummies Second-level Analysis (for fMRI)
Experiments: Part 2.
Wellcome Dept. of Imaging Neuroscience University College London
The General Linear Model
Linear Hierarchical Modelling
Randomized Complete Block and Repeated Measures (Each Subject Receives Each Treatment) Designs KNNL – Chapters 21,
12 Inferential Analysis.
The General Linear Model
Experiments: Part 2.
Hierarchical Models and
Wellcome Dept. of Imaging Neuroscience University College London
Linear Hierarchical Models
The General Linear Model
WellcomeTrust Centre for Neuroimaging University College London
The General Linear Model
Wellcome Dept. of Imaging Neuroscience University College London
The General Linear Model
Wellcome Dept. of Imaging Neuroscience University College London
Presentation transcript:

fMRI Journal Club September 28, 2004 Andy James and Jason Craggs Evaluation of mixed effects in event-related fMRI studies: Impact of first-level design and filtering M. Bianciardi, A. Cerasa, F. Patria, and G.E. Hagberg Neuroimage 22 (2004)

Problem: What is the best design and analysis approach for event-related fMRI (er-FMRI) studies? Designs Block Bimodal Geometric Latin square Bimodal Fixed Analysis SPM99 SPM2 FSL3.0 We are primarily interested in fixed effects (factors we control) and not random effects (factors varying by subject). We want results that are sensitive and specific.

What is an event related design? An fMRI experiment where stimuli are presented as individual discrete trials, which can vary both time and sequence of stimuli In contrast, block design experiments typically have groups or “blocks” of trials EventBlock

Binomial Hayberg 2001 Different event related fMRI designs

Fixed, Random, and Mixed Fixed effects: factors and levels that the experimenter is “arbitrarily and systematically” choosing to analyze Random effects: factors the experimenter is not attempting to control, but will use to test external validity Mixed effects: analyses that incorporate fixed and random effects

Random effects analysis In performing a standard GLM analysis, the resulting significant results are strictly speaking only valid for the group(s) of subjects or patients included in the analysis because subjects are treated as a fixed effect in a standard GLM. In order to generalize the obtained fMRI results to the population level, a random effects analysis has to be performed. This means that the studied sample of subjects are treated as a random selection from the population of all people. Note, that for generalization to the population level, many subjects should be included, i.e. 50 or more (per experimental group!). With a few subjects, it is simply impossible to estimate general population effects. The recommended minimum for random effects analysis are 10 subjects per experimental group.

Other Key concepts Sphericity –Is an extension of homogeniety of variance, but with a repeated measures twist That is, we expect the covariances between groups/regions/whatever to be roughly equal across multiple measurements

Sensitivity How well can the hardware detect an fMRI signal elicited from the paradigm

Precision How well can you specify the origin of the detected signal. –How much is it really related to the experimental manipulation

Anatomic ROI masks Red: M1 (Active) Green: S1 (not active) Used for 2nd level (random effects) analyses Also depict ROIs for comparing designs and programs

Sensitivity vs Specificity/Precision