Variational solution to hemodynamic and perfusion response estimation from ASL fmri data
|
|
- Mervin Simmons
- 5 years ago
- Views:
Transcription
1 Variational solution to hemodynamic and perfusion response estimation from ASL fmri data Aina Frau-Pascual, Florence Forbes, Philippe Ciuciu June, 2015
2 1 / 18 BOLD: Qualitative functional MRI Blood Oxygen Level Dependent [Ogawa et al, PNAS 1990] What does BOLD contrast really measure? BOLD measures the ratio of oxy- to deoxy-hemoglobin in the blood
3 1 / 18 BOLD: Qualitative functional MRI Blood Oxygen Level Dependent [Ogawa et al, PNAS 1990] What does BOLD contrast really measure? BOLD measures the ratio of oxy- to deoxy-hemoglobin in the blood
4 ASL: Quantitatively imaging cerebral perfusion Arterial Spin Labeling [Williams et al, PNAS 1992] WHAT? Cerebral perfusion: Delivery of nutritive blood to the brain tissue capillary bed WHY? Quantification is important: eg. perfusion altered in various diseases (stroke, tumors) ASL direct quantitative measure cerebral blood flow low SNR BOLD indirect measure mix of parameters higher SNR (» ASL) 2 / 18
5 Arterial Spin Labeling data acquisition Ref: 3 / 18
6 4 / 18 Statistical analysis of ASL fmri data ASL data contain both hemodynamic & perfusion components CBF CBF + blood volume + oxygen consumption
7 5 / 18 Statistical analysis of ASL fmri data GLM Unique fixed canonical hemodynamic response function (HRF) [Hernandez-Garcia et al, 10, Mumford et al, 06] Inaccurate PRF shapes Joint Detection-Estimation (JDE) Separate estimation of 2 response functions (HRF & PRF) Use of MCMC methods [Vincent et al, 13, Frau-Pascual et al, 14] Computationally very expensive
8 6 / 18 GOAL Providing an efficient solution to hemodynamic and perfusion response estimation from ASL fmri data Based on: Variational Expectation-Maximization [Chaari et al, 12] Acceptable computational times Physiological prior information
9 ASL signal model 7 / 18
10 Physiological prior 8 / 18
11 Variational Expectation Maximization Expectation Maximization. E-step: p prq arg max p Fp p, θ prq q M-step: θ pr`1q arg max θ Fp p prq, θq being Fp p, θq E p log ppy, a, h, c, g, q ; θq E p log ppa, h, c, g, qq loooooooooooooomoooooooooooooon entropy of p Variational EM: class of probability distributions restricted to the set of distributions that satisfy ppa, h, c, g, qq p a paq p h phq p c pcq p g pgq p q pqq 9 / 18
12 10 / 18 VEM steps (1) The E-step becomes an approximate E-step that can be further decomposed into five stages updating the different variables: The M-step can also be divided into separate steps:
13 VEM steps (2) The E-step become: E-H-step: p h arg max Fp p a p h p c p g p q ; θq p h PD H E-G-step: p g arg max Fp p a p h p c p g p q ; θq p gpd G and similar for the rest of the variables. The M-step can also be divided into separate steps: θ arg max E pa p c log ppy a, h, c, g; α, l, σ 2 q θpθ ` E pa p q log ppa q; µa, σ a q ` log pp h; v h q ` E pc p q log ppc q; µc, σ c q ` log pp g; v g q ` E pq log ppq; βq j 11 / 18
14 12 / 18 Constraints on h and g We can constraint the search to pointwise estimates h and g by replacing the probabilities on h and g by Dirac functions: p p a δ h p c δ g p q so that, for example for H, the E-H step becomes p h arg max Fp p a p h p c p g p q ; θq p h PD H h arg max Fp p a δ h p c δ g p q ; θq h This facilitates the inclusion of constraints on h and g like }h} and }g}2 2 1.
15 13 / 18 Simulation results Artificial data generation Repetition time: TR 3 s Number of scans: N 288 White noise b j N p0, 2q Response functions simulated with physiological model [Friston et al, 00] Fast event-related paradigm: mean ISI 5 s. 1 experimental condition 20 ˆ 20 binary activation label maps: hemodyn. maps N p2.2, 0.3q perfusion maps N p1.6, 0.3q
16 14 / 18 Simulation results: Low SNR scenario, TR 3s Response function Response levels hemodyn. perfusion activation maps maps states SNR 2.4 db signal ground truth time (s) SNR 2.4 db SNR 0.5 db signal SNR 0.5 db time (s)
17 15 / 18 Simulation results: Low SNR scenario, TR 3s Comparison to MCMC solution of joint detection estimation (JDE): SNR (db) SNR (db)
18 16 / 18 Real data Paradigm: fast event-related design (mean ISI 5.1s.), with 60 auditory and visual stimuli Auditory cortex hemodyn. maps perfusion maps responses region signal time (sec) Visual cortex hemodyn. maps perfusion maps responses region signal time (sec)
19 17 / 18 Conclusions Jointly detecting activity and estimating hemodynamic and perfusion responses from functional ASL data It facilitates the inclusion of additional information Future directions Performance optimization Investigation of other constraints
20 Thanks for your attention 18 / 18
Comparison of stochastic and variational solutions to ASL fmri data analysis
Comparison of stochastic and variational solutions to ASL fmri data analysis Aina Frau-Pascual 1,3, Florence Forbes 1, and Philippe Ciuciu 2,3 p1q INRIA, Univ. Grenoble Alpes, LJK, Grenoble, France p2q
More informationComparison of Stochastic and Variational Solutions to ASL fmri Data Analysis
Comparison of Stochastic and Variational Solutions to ASL fmri Data Analysis Aina Frau-Pascual, Florence Forbes, Philippe Ciuciu To cite this version: Aina Frau-Pascual, Florence Forbes, Philippe Ciuciu.
More informationarxiv: v1 [stat.ap] 6 Jan 2015
Physiologically informed Bayesian analysis of ASL fmri data Aina Frau-Pascual 1,3, Thomas Vincent 1, Jennifer Sloboda 1, Philippe Ciuciu 2,3, and Florence Forbes 1 p1q INRIA, MISTIS, Grenoble University,
More informationPHYSIOLOGICAL MODELS COMPARISON FOR THE ANALYSIS OF ASL FMRI DATA
PHYSIOLOGICAL MODELS COMPARISON FOR THE ANALYSIS OF ASL FMRI DATA Aina Frau-Pascual p1,2q Florence Forbes p1q Philippe Ciuciu p2,3q p1q INRIA, MISTIS, Grenoble University, LJK, Grenoble, France p2q INRIA,
More informationVariational Physiologically Informed Solution to Hemodynamic and Perfusion Response Estimation from ASL fmri Data
Variational Pysioloically Informed Solution to Hemodynamic and Perfusion Response Estimation from ASL fmri Data Aina Frau-Pascual, Florence Forbes, Pilippe Ciuciu To cite tis version: Aina Frau-Pascual,
More informationThe ASL signal. Parenchy mal signal. Venous signal. Arterial signal. Input Function (Label) Dispersion: (t e -kt ) Relaxation: (e -t/t1a )
Lecture Goals Other non-bold techniques (T2 weighted, Mn contrast agents, SSFP, Dynamic Diffusion, ASL) Understand Basic Principles in Spin labeling : spin inversion, flow vs. perfusion ASL variations
More informationIntroduction to MRI Acquisition
Introduction to MRI Acquisition James Meakin FMRIB Physics Group FSL Course, Bristol, September 2012 1 What are we trying to achieve? 2 What are we trying to achieve? Informed decision making: Protocols
More informationBayesian Joint Detection-Estimation of cerebral vasoreactivity from ASL fmri data
Bayesian Joint Detection-Estimation of cerebral vasoreactivity from ASL fmri data Thomas Vincent, Jan Warnking, Marjorie Villien, Alexandre Krainik, Philippe Ciuciu, Florence Forbes To cite this version:
More informationBasic MRI physics and Functional MRI
Basic MRI physics and Functional MRI Gregory R. Lee, Ph.D Assistant Professor, Department of Radiology June 24, 2013 Pediatric Neuroimaging Research Consortium Objectives Neuroimaging Overview MR Physics
More informationHow is it different from conventional MRI? What is MR Spectroscopy? How is it different from conventional MRI? MR Active Nuclei
What is MR Spectroscopy? MR-Spectroscopy (MRS) is a technique to measure the (relative) concentration of certain chemical or biochemical molecules in a target volume. MR-Spectroscopy is an in vivo (in
More informationOptimization of Designs for fmri
Optimization of Designs for fmri UCLA Advanced Neuroimaging Summer School August 2, 2007 Thomas Liu, Ph.D. UCSD Center for Functional MRI Why optimize? Scans are expensive. Subjects can be difficult to
More informationBioengineering 278" Magnetic Resonance Imaging" " Winter 2011" Lecture 9! Time of Flight MRA!
Bioengineering 278" Magnetic Resonance Imaging" " Winter 2011" Lecture 9 Motion Encoding using Longitudinal Magnetization: Magnetic Resonance Angiography Time of Flight Contrast Enhanced Arterial Spin
More informationBlood Water Dynamics
Bioengineering 208 Magnetic Resonance Imaging Winter 2007 Lecture 8 Arterial Spin Labeling ASL Basics ASL for fmri Velocity Selective ASL Vessel Encoded ASL Blood Water Dynamics Tissue Water Perfusion:
More informationOutline. Superconducting magnet. Magnetic properties of blood. Physiology BOLD-MRI signal. Magnetic properties of blood
Magnetic properties of blood Physiology BOLD-MRI signal Aart Nederveen Department of Radiology AMC a.j.nederveen@amc.nl Outline Magnetic properties of blood Moses Blood oxygenation BOLD fmri Superconducting
More informationNon-BOLD Methods: Arterial Spin Labeling
Non-BOLD Methods: Arterial Spin Labeling Instructor: Luis Hernandez-Garcia, Ph.D. Associate Research Professor FMRI Laboratory, Biomedical Engineering Lecture Goals Other non-bold techniques (T2 weighted,
More informationStatistical Analysis of Functional ASL Images
Statistical Analysis of Functional ASL Images Daniel B. Rowe, Ph.D. Department of Mathematics, Statistics, and Computer Science Department of Biophysics Department of EE and CS 1 Outline: 1. Control/Label
More informationHST.583 Functional Magnetic Resonance Imaging: Data Acquisition and Analysis Fall 2008
MIT OpenCourseWare http://ocw.mit.edu HST.583 Functional Magnetic Resonance Imaging: Data Acquisition and Analysis Fall 2008 For information about citing these materials or our Terms of Use, visit: http://ocw.mit.edu/terms.
More informationIntroduction to functional MRI in humans. Michael Hallquist University of Pittsburgh
Introduction to functional MRI in humans Michael Hallquist University of Pittsburgh Goals of human neuroimaging Localization of brain function (mapping) Understanding large-scale functional integration
More informationContents. Introduction The General Linear Model. General Linear Linear Model Model. The General Linear Model, Part I. «Take home» message
DISCOS SPM course, CRC, Liège, 2009 Contents The General Linear Model, Part I Introduction The General Linear Model Data & model Design matrix Parameter estimates & interpretation Simple contrast «Take
More informationContrast Mechanisms in MRI. Michael Jay Schillaci
Contrast Mechanisms in MRI Michael Jay Schillaci Overview Image Acquisition Basic Pulse Sequences Unwrapping K-Space Image Optimization Contrast Mechanisms Static and Motion Contrasts T1 & T2 Weighting,
More informationModelling temporal structure (in noise and signal)
Modelling temporal structure (in noise and signal) Mark Woolrich, Christian Beckmann*, Salima Makni & Steve Smith FMRIB, Oxford *Imperial/FMRIB temporal noise: modelling temporal autocorrelation temporal
More informationThe General Linear Model (GLM)
he General Linear Model (GLM) Klaas Enno Stephan ranslational Neuromodeling Unit (NU) Institute for Biomedical Engineering University of Zurich & EH Zurich Wellcome rust Centre for Neuroimaging Institute
More informationMeasuring cerebral blood flow and other haemodynamic parameters using Arterial Spin Labelling MRI. David Thomas
Measuring cerebral blood flow and other haemodynamic parameters using Arterial Spin Labelling MRI David Thomas Principal Research Associate in MR Physics Leonard Wolfson Experimental Neurology Centre UCL
More informationEL-GY 6813/BE-GY 6203 Medical Imaging, Fall 2016 Final Exam
EL-GY 6813/BE-GY 6203 Medical Imaging, Fall 2016 Final Exam (closed book, 1 sheets of notes double sided allowed, no calculator or other electronic devices allowed) 1. Ultrasound Physics (15 pt) A) (9
More informationField trip: Tuesday, Feb 5th
Pulse Sequences Field trip: Tuesday, Feb 5th Hardware tour of VUIIIS Philips 3T Meet here at regular class time (11.15) Complete MRI screening form! Chuck Nockowski Philips Service Engineer Reminder: Project/Presentation
More informationHST 583 FUNCTIONAL MAGNETIC RESONANCE IMAGING DATA ANALYSIS AND ACQUISITION A REVIEW OF STATISTICS FOR FMRI DATA ANALYSIS
HST 583 FUNCTIONAL MAGNETIC RESONANCE IMAGING DATA ANALYSIS AND ACQUISITION A REVIEW OF STATISTICS FOR FMRI DATA ANALYSIS EMERY N. BROWN AND CHRIS LONG NEUROSCIENCE STATISTICS RESEARCH LABORATORY DEPARTMENT
More informationDynamic Contrast Enhance (DCE)-MRI
Dynamic Contrast Enhance (DCE)-MRI contrast enhancement in ASL: labeling of blood (endogenous) for this technique: usage of a exogenous contras agent typically based on gadolinium molecules packed inside
More information2015 U N I V E R S I T I T E K N O L O G I P E T R O N A S
Multi-Modality based Diagnosis: A way forward by Hafeez Ullah Amin Centre for Intelligent Signal and Imaging Research (CISIR) Department of Electrical & Electronic Engineering 2015 U N I V E R S I T I
More informationFunctional Causal Mediation Analysis with an Application to Brain Connectivity. Martin Lindquist Department of Biostatistics Johns Hopkins University
Functional Causal Mediation Analysis with an Application to Brain Connectivity Martin Lindquist Department of Biostatistics Johns Hopkins University Introduction Functional data analysis (FDA) and causal
More informationGeneral linear model: basic
General linear model: basic Introducing General Linear Model (GLM): Start with an example Proper>es of the BOLD signal Linear Time Invariant (LTI) system The hemodynamic response func>on (Briefly) Evalua>ng
More informationMaster of Science Thesis. Development of a phantom for optimisation and quality control in functional MRI (fmri) Anders Nilsson
Master of Science Thesis Development of a phantom for optimisation and quality control in functional MRI (fmri) Anders Nilsson Supervisor: Johan Olsrud, PhD Medical Radiation Physics Clinical Sciences,
More informationOptimal design for event-related functional magnetic resonance imaging considering both individual stimulus effects and pairwise contrasts
Statistics and Applications Volume 6, Nos1 & 2, 2008 (New Series), pp 235-256 Optimal design for event-related functional magnetic resonance imaging considering both individual stimulus effects and pairwise
More informationA prior distribution over model space p(m) (or hypothesis space ) can be updated to a posterior distribution after observing data y.
June 2nd 2011 A prior distribution over model space p(m) (or hypothesis space ) can be updated to a posterior distribution after observing data y. This is implemented using Bayes rule p(m y) = p(y m)p(m)
More informationFull Brain Blood-Oxygen-Level-Dependent Signal Parameter Estimation Using Particle Filters
Full Brain Blood-Oxygen-Level-Dependent Signal Parameter Estimation Using Particle Filters Micah C. Chambers Thesis submitted to the Faculty of the Virginia Polytechnic Institute and State University in
More informationThe General Linear Model. Guillaume Flandin Wellcome Trust Centre for Neuroimaging University College London
The General Linear Model Guillaume Flandin Wellcome Trust Centre for Neuroimaging University College London SPM Course Lausanne, April 2012 Image time-series Spatial filter Design matrix Statistical Parametric
More informationA Weighted Multivariate Gaussian Markov Model For Brain Lesion Segmentation
A Weighted Multivariate Gaussian Markov Model For Brain Lesion Segmentation Senan Doyle, Florence Forbes, Michel Dojat July 5, 2010 Table of contents Introduction & Background A Weighted Multi-Sequence
More informationBrain Lesion Segmentation: A Bayesian Weighted EM Approach
Brain Lesion Segmentation: A Bayesian Weighted EM Approach Senan Doyle, Florence Forbes, Michel Dojat November 19, 2009 Table of contents Introduction & Background A Weighted Multi-Sequence Markov Model
More informationNIH Public Access Author Manuscript Hum Brain Mapp. Author manuscript; available in PMC 2009 June 1.
NIH Public Access Author Manuscript Published in final edited form as: Hum Brain Mapp. 2009 May ; 30(5): 1548 1567. doi:10.1002/hbm.20628. Estimating cerebral oxygen metabolism from fmri with a dynamic
More informationSpatial Source Filtering. Outline EEG/ERP. ERPs) Event-related Potentials (ERPs( EEG
Integration of /MEG/fMRI Vince D. Calhoun, Ph.D. Director, Image Analysis & MR Research The MIND Institute Outline fmri/ data Three Approaches to integration/fusion Prediction Constraints 2 nd Level Fusion
More informationDynamic Causal Modelling for fmri
Dynamic Causal Modelling for fmri André Marreiros Friday 22 nd Oct. 2 SPM fmri course Wellcome Trust Centre for Neuroimaging London Overview Brain connectivity: types & definitions Anatomical connectivity
More informationFunctional Neuroimaging with PET
Functional Neuroimaging with PET Terry Oakes troakes@wisc.edu W.M.Keck Lab for Functional Brain Imaging and Behavior Seeing the Brain Just look at it! Anatomic Images (MRI) Functional Images PET fmri (Just
More informationBayesian modelling of fmri time series
Bayesian modelling of fmri time series Pedro A. d. F. R. Højen-Sørensen, Lars K. Hansen and Carl Edward Rasmussen Department of Mathematical Modelling, Building 321 Technical University of Denmark DK-28
More informationWhat is NIRS? First-Level Statistical Models 5/18/18
First-Level Statistical Models Theodore Huppert, PhD (huppertt@upmc.edu) University of Pittsburgh Departments of Radiology and Bioengineering What is NIRS? Light Intensity SO 2 and Heart Rate 2 1 5/18/18
More informationDynamic causal models of brain responses
Okinawa Computational Neuroscience Course; Thurs 13 th Nov. 2004 Dynamic causal models of brain responses Klaas E. Stephan, Lee M. Harrison, Will D. Penny, Karl J. Friston The Wellcome Dept. of Imaging
More informationImaging Brain Structure and Function
Imaging Brain Structure and Function Thomas J. Grabowski, Jr., MD Professor, Radiology and Neurology (joint) Director, UW Integrated Brain Imaging Center Director, UW Alzheimer s Disease Research Center
More informationFirst Technical Course, European Centre for Soft Computing, Mieres, Spain. 4th July 2011
First Technical Course, European Centre for Soft Computing, Mieres, Spain. 4th July 2011 Linear Given probabilities p(a), p(b), and the joint probability p(a, B), we can write the conditional probabilities
More informationExtracting fmri features
Extracting fmri features PRoNTo course May 2018 Christophe Phillips, GIGA Institute, ULiège, Belgium c.phillips@uliege.be - http://www.giga.ulg.ac.be Overview Introduction Brain decoding problem Subject
More informationMathematics and brain
Mathematics and brain Filling some of the blanks between biochemistry and bioimaging Daniela Calvetti Case Western Reserve University Kaleidoscope on the brain PET EEG Lumped model BOLD NMR Bioche mistry
More informationMagnetic Resonance Imaging. Qun Zhao Bioimaging Research Center University of Georgia
Magnetic Resonance Imaging Qun Zhao Bioimaging Research Center University of Georgia The Nobel Prize in Physiology or Medicine 2003 "for their discoveries concerning magnetic resonance imaging" Paul C.
More informationMembranes, water and diffusion: Potential for brain imaging
Membranes, water and diffusion: Potential for brain imaging Denis Le Bihan NeuroSpin Director,, CEA-Saclay, France Kyoto University, Japan Institut de France, Academy of Sciences Functional neuroimaging
More informationBNG/ECE 487 FINAL (W16)
BNG/ECE 487 FINAL (W16) NAME: 4 Problems for 100 pts This exam is closed-everything (no notes, books, etc.). Calculators are permitted. Possibly useful formulas and tables are provided on this page. Fourier
More informationImagent for fnirs and EROS measurements
TECHNICAL NOTE Imagent for fnirs and EROS measurements 1. Brain imaging using Infrared Photons Brain imaging techniques can be broadly classified in two groups. One group includes the techniques that have
More informationSystem Level Acceleration: Applications in Cerebro vascular Perfusion. Tim David and Steve Moore
System Level Acceleration: Applications in Cerebro vascular Perfusion. Tim David and Steve Moore What is system level acceleration? the deployment of diverse compute resources to solve the problem of a
More informationCan arterial spin labelling techniques quantify cerebral blood flow (CBF)?
Can arterial spin labelling techniques quantify cerebral blood flow (CBF)? Christian Kerskens Bruker User Meeting 12. October 2016 Neuroimaging & theoretical neuroscience Trinity College Institute of Neuroscience
More informationForward and inverse wave problems:quantum billiards and brain imaging p.1
Forward and inverse wave problems: Quantum billiards and brain imaging Alex Barnett barnett@cims.nyu.edu. Courant Institute Forward and inverse wave problems:quantum billiards and brain imaging p.1 The
More informationStatistical Analysis Aspects of Resting State Functional Connectivity
Statistical Analysis Aspects of Resting State Functional Connectivity Biswal s result (1995) Correlations between RS Fluctuations of left and right motor areas Why studying resting state? Human Brain =
More informationGroup Analysis. Lexicon. Hierarchical models Mixed effect models Random effect (RFX) models Components of variance
Group Analysis J. Daunizeau Institute of Empirical Research in Economics, Zurich, Switzerland Brain and Spine Institute, Paris, France SPM Course Edinburgh, April 2011 Image time-series Spatial filter
More informationRobust Experimental Designs for fmri with an Uncertain Design Matrix. Lin Zhou
Robust Experimental Designs for fmri with an Uncertain Design Matrix by Lin Zhou A Thesis Presented in Partial Fulfillment of the Requirement for the Degree Master of Science Approved October 2014 by the
More informationEffective Connectivity & Dynamic Causal Modelling
Effective Connectivity & Dynamic Causal Modelling Hanneke den Ouden Donders Centre for Cognitive Neuroimaging Radboud University Nijmegen Advanced SPM course Zurich, Februari 13-14, 2014 Functional Specialisation
More informationDynamic Causal Models
Dynamic Causal Models V1 SPC Will Penny V1 SPC V5 V5 Olivier David, Karl Friston, Lee Harrison, Andrea Mechelli, Klaas Stephan Wellcome Department of Imaging Neuroscience, ION, UCL, UK. Mathematics in
More informationHuman Brain Networks. Aivoaakkoset BECS-C3001"
Human Brain Networks Aivoaakkoset BECS-C3001" Enrico Glerean (MSc), Brain & Mind Lab, BECS, Aalto University" www.glerean.com @eglerean becs.aalto.fi/bml enrico.glerean@aalto.fi" Why?" 1. WHY BRAIN NETWORKS?"
More informationPart III: Sequences and Contrast
Part III: Sequences and Contrast Contents T1 and T2/T2* Relaxation Contrast of Imaging Sequences T1 weighting T2/T2* weighting Contrast Agents Saturation Inversion Recovery JUST WATER? (i.e., proton density
More informationMRI Physics (Phys 352A)
MRI Physics (Phys 352A) Manus J. Donahue: mj.donahue@vanderbilt.edu Department of Radiology, Neurology, Physics, and Psychiatry Office: Vanderbilt University Institute of Imaging Science (VUIIS) AAA-3115
More informationFunctional Magnetic Resonance Imaging of the Human Brain and Spinal Cord by Means of Signal Enhancement by Extravascular Protons
Functional Magnetic Resonance Imaging of the Human Brain and pinal Cord by Means of ignal Enhancement by Extravascular Protons P.W. TROMAN, B. TOMANEK, K.L. MALIZA MR Technology Group, Institute for Biodiagnostics,
More informationBayesian probability theory and generative models
Bayesian probability theory and generative models Bruno A. Olshausen November 8, 2006 Abstract Bayesian probability theory provides a mathematical framework for peforming inference, or reasoning, using
More informationEvent-related fmri. Christian Ruff. Laboratory for Social and Neural Systems Research Department of Economics University of Zurich
Event-related fmri Christian Ruff Laboratory for Social and Neural Systems Research Department of Economics University of Zurich Institute of Neurology University College London With thanks to the FIL
More information' ' ' t. Moving Spins. Phase of a Moving Spin. Phase of Moving Spin. Bioengineering 280A Principles of Biomedical Imaging
Moving Spins Bioengineering 28A Principles of Biomedical Imaging Fall Quarer 28 MRI Lecure 7 So far we have assumed ha he spins are no moving (aside from hermal moion giving rise o relaxaion), and conras
More informationTomography is imaging by sections. 1
Tomography is imaging by sections. 1 It is a technique used in clinical medicine and biomedical research to create images that show how certain tissues are performing their physiological functions. 1 Conversely,
More informationWavelet-MDL based detrending method for near infrared spectroscopy (NIRS)
Wavelet-MDL based detrending method for near infrared spectroscopy (NIRS) Kwang Eun Jang, Sungho Tak, Jaeduck Jang, Jinwook Jung, and Jong Chul Ye a Korea Advanced Institute of Science and Technology (KAIST)
More informationDynamic causal modeling for fmri
Dynamic causal modeling for fmri Methods and Models for fmri, HS 2016 Jakob Heinzle Structural, functional & effective connectivity Sporns 2007, Scholarpedia anatomical/structural connectivity - presence
More informationThe General Linear Model Ivo Dinov
Stats 33 Statistical Methods for Biomedical Data The General Linear Model Ivo Dinov dinov@stat.ucla.edu http://www.stat.ucla.edu/~dinov Slide 1 Problems with t-tests and correlations 1) How do we evaluate
More informationPiotr Majer Risk Patterns and Correlated Brain Activities
Alena My²i ková Piotr Majer Song Song Alena Myšičková Peter N. C. Mohr Peter N. C. Mohr Wolfgang K. Härdle Song Song Hauke R. Heekeren Wolfgang K. Härdle Hauke R. Heekeren C.A.S.E. Centre C.A.S.E. for
More informationMIXED EFFECTS MODELS FOR TIME SERIES
Outline MIXED EFFECTS MODELS FOR TIME SERIES Cristina Gorrostieta Hakmook Kang Hernando Ombao Brown University Biostatistics Section February 16, 2011 Outline OUTLINE OF TALK 1 SCIENTIFIC MOTIVATION 2
More informationStochastic Dynamic Causal Modelling for resting-state fmri
Stochastic Dynamic Causal Modelling for resting-state fmri Ged Ridgway, FIL, Wellcome Trust Centre for Neuroimaging, UCL Institute of Neurology, London Overview Connectivity in the brain Introduction to
More informationCausal Time Series Analysis of functional Magnetic Resonance Imaging Data
JMLR: Workshop and Conference Proceedings 12 (2011) 65 94 Causality in Time Series Causal Time Series Analysis of functional Magnetic Resonance Imaging Data Alard Roebroeck Faculty of Psychology & Neuroscience
More informationOn Signal to Noise Ratio Tradeoffs in fmri
On Signal to Noise Ratio Tradeoffs in fmri G. H. Glover April 11, 1999 This monograph addresses the question of signal to noise ratio (SNR) in fmri scanning, when parameters are changed under conditions
More informationCausal modeling of fmri: temporal precedence and spatial exploration
Causal modeling of fmri: temporal precedence and spatial exploration Alard Roebroeck Maastricht Brain Imaging Center (MBIC) Faculty of Psychology & Neuroscience Maastricht University Intro: What is Brain
More informationTalk on Bayesian Optimization
Talk on Bayesian Optimization Jungtaek Kim (jtkim@postech.ac.kr) Machine Learning Group, Department of Computer Science and Engineering, POSTECH, 77-Cheongam-ro, Nam-gu, Pohang-si 37673, Gyungsangbuk-do,
More informationA Model of the Hemodynamic Response and Oxygen Delivery to Brain
NeuroImage 16, 617 637 (22) doi:1.16/nimg.22.178 A Model of the Hemodynamic Response and Oxygen Delivery to Brain Ying Zheng,* John Martindale, David Johnston, Myles Jones, Jason Berwick, and John Mayhew
More informationNeuroimaging for Machine Learners Validation and inference
GIGA in silico medicine, ULg, Belgium http://www.giga.ulg.ac.be Neuroimaging for Machine Learners Validation and inference Christophe Phillips, Ir. PhD. PRoNTo course June 2017 Univariate analysis: Introduction:
More informationBayesian Estimation of Dynamical Systems: An Application to fmri
NeuroImage 16, 513 530 (2002) doi:10.1006/nimg.2001.1044, available online at http://www.idealibrary.com on Bayesian Estimation of Dynamical Systems: An Application to fmri K. J. Friston The Wellcome Department
More informationThe General Linear Model (GLM)
The General Linear Model (GLM) Dr. Frederike Petzschner Translational Neuromodeling Unit (TNU) Institute for Biomedical Engineering, University of Zurich & ETH Zurich With many thanks for slides & images
More informationOptimal and Efficient Designs for Functional Magnetic Resonance Imaging (fmri) Experiments
Optimal and Efficient Designs for Functional Magnetic Resonance Imaging (fmri) Experiments Ming-Hung (Jason) Kao Arizona State University with Ching-Shui Cheng and Federick Kin Hing Phoa Introduction fmri
More informationTissue Parametric Mapping:
Tissue Parametric Mapping: Contrast Mechanisms Using SSFP Sequences Jongho Lee Department of Radiology University of Pennsylvania Tissue Parametric Mapping: Contrast Mechanisms Using bssfp Sequences Jongho
More informationMagnetic Resonance Imaging
Magnetic Resonance Imaging The Basics Content MR and other modalities MR Principle and Recipe Hardware Basic Physics Contrasts Image Formation Examples Hans Wehrl - MRI Basics PRIMA IV 1 Dedicated Imaging
More informationJean-Baptiste Poline
Edinburgh course Avril 2010 Linear Models Contrasts Variance components Jean-Baptiste Poline Neurospin, I2BM, CEA Saclay, France Credits: Will Penny, G. Flandin, SPM course authors Outline Part I: Linear
More informationA Multivariate Time-Frequency Based Phase Synchrony Measure for Quantifying Functional Connectivity in the Brain
A Multivariate Time-Frequency Based Phase Synchrony Measure for Quantifying Functional Connectivity in the Brain Dr. Ali Yener Mutlu Department of Electrical and Electronics Engineering, Izmir Katip Celebi
More informationModel-free Functional Data Analysis
Model-free Functional Data Analysis MELODIC Multivariate Exploratory Linear Optimised Decomposition into Independent Components decomposes data into a set of statistically independent spatial component
More informationGroup analysis. Jean Daunizeau Wellcome Trust Centre for Neuroimaging University College London. SPM Course Edinburgh, April 2010
Group analysis Jean Daunizeau Wellcome Trust Centre for Neuroimaging University College London SPM Course Edinburgh, April 2010 Image time-series Spatial filter Design matrix Statistical Parametric Map
More informationRECOGNITION ALGORITHM FOR DEVELOPING A BRAIN- COMPUTER INTERFACE USING FUNCTIONAL NEAR INFRARED SPECTROSCOPY
The 212 International Conference on Green Technology and Sustainable Development (GTSD212) RECOGNITION ALGORITHM FOR DEVELOPING A BRAIN- COMPUTER INTERFACE USING FUNCTIONAL NEAR INFRARED SPECTROSCOPY Cuong
More information' ' ' t. Moving Spins. Phase of Moving Spin. Phase of a Moving Spin. Bioengineering 280A Principles of Biomedical Imaging
Moving Spins Bioengineering 8A Principles of Biomedical Imaging Fall Quarer 1 MRI Lecure 6 So far we have assumed ha he spins are no moving (aside from hermal moion giving rise o relaaion) and conras has
More information' ' ' t. Moving Spins. Phase of a Moving Spin. Bioengineering 280A Principles of Biomedical Imaging. Fall Quarter 2007 MRI Lecture 6
Moving Spins Bioengineering 28A Principles of Biomedical Imaging Fall Quarer 27 MRI Lecure 6 So far we have assumed ha he spins are no moving (aside from hermal moion giving rise o relaxaion), and conras
More informationGeneralized likelihood ratio tests for complex fmri data
Generalized likelihood ratio tests for complex fmri data J. Sijbers a and A. J. den Dekker b a Vision Lab, University of Antwerp, Groenenborgerlaan 171, B-2020 Antwerpen, Belgium; b Delft Center for Systems
More informationProbabilistic Graphical Models for Image Analysis - Lecture 1
Probabilistic Graphical Models for Image Analysis - Lecture 1 Alexey Gronskiy, Stefan Bauer 21 September 2018 Max Planck ETH Center for Learning Systems Overview 1. Motivation - Why Graphical Models 2.
More informationIntroduction to Medical Imaging. Medical Imaging
Introduction to Medical Imaging BME/EECS 516 Douglas C. Noll Medical Imaging Non-invasive visualization of internal organs, tissue, etc. I typically don t include endoscopy as an imaging modality Image
More informationIntroduction to the Physics of NMR, MRI, BOLD fmri
Pittsburgh, June 13-17, 2011 Introduction to the Physics of NMR, MRI, BOLD fmri (with an orientation toward the practical aspects of data acquisition) Pittsburgh, June 13-17, 2001 Functional MRI in Clinical
More informationCALIFORNIA STATE UNIVERSITY, NORTHRIDGE ON THE CHARACTERIZATION OF SINGLE-EVENT RELATED BRAIN ACTIVITY FROM FUNCTIONAL
CALIFORNIA STATE UNIVERSITY, NORTHRIDGE ON THE CHARACTERIZATION OF SINGLE-EVENT RELATED BRAIN ACTIVITY FROM FUNCTIONAL MAGNETIC RESONANCE IMAGING (FMRI) MEASUREMENTS A thesis submitted in partial fulfillment
More informationFirst published NMR (MRI) image of the brain: A shadow of the brain
Neuroimaging Structural magnetic resonance imaging measuring volumes of brain and brain regions Functional MRI measuring brain activity during cognitive tasks Diffusion MRI measuring motion of water molecules
More informationFunctional Magnetic Resonance Imaging (http://www.pallier.org)
Functional Magnetic Resonance Imaging Christophe@pallier.org (http://www.pallier.org) 1) Practical Aspects : a typical scanning session, the scanner hardware, risks, costs,... 2) Rudiments of Nuclear Magnetic
More informationMEG and fmri for nonlinear estimation of neural activity
Copyright 2009 SS&C. Published in the Proceedings of the Asilomar Conference on Signals, Systems, and Computers, November 1-4, 2009, Pacific Grove, California, USA MEG and fmri for nonlinear estimation
More information