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Title: Cardiff University Brain Research Imaging Centre


1
Where Have we Been, Where are we Now
and Where are we Going with Diffusion MRI?
Derek K Jones
Cardiff University Brain Research Imaging
Centre Wales, United Kingdom
2
Pulsed Gradient Spin Echo Experiment
?
3
Roughly how many H2O molecules in each voxel?
2.5 mm
2.5 mm
2.5 mm
Volume 2.5 x 2.5 x 2.5 mm .016 cc 1 mole of
water 18g 18 cc Molecules (0.016/18) x
Navogadro 5.23 x 1020
4
Number of water molecules in each voxel 1020
We can only say something about the
bulk-averaged properties of those molecules
5
Random walk 106 molecules
100 steps
400 steps
900 steps
1600 steps
Percentage of water molecules
x
2x
3x
4x
Net displacement from origin (arbitrary units)
6
THE MOTIVATION
Nothing defines the function of a neuron better
than its connections M. Mesulam
7
THE MOTIVATION
8
THE TRENDSETTERS (COMPETITORS)
Dejerine, 1895 Anatomie des Centres Nerveux
9
area deWernicke
area de Broca
fibres courtes
fibres longues
fibres de linsula
Faisceau longitudinal supérieur
fibres temporales
10
The Complexity
Water (almost) everywhere!
11
More Complexity
Courtesy Yaniv Assaf
Axon Diameter Distribution
12
Wouldnt This Be Nice?
Courtesy D. Alexander / Kieran Seunarine
13
Even More Complexity
14
Even More Complexity
Courtesy D. Alexander / Kieran Seunarine
15
Even More Complexity
Courtesy D. Alexander / Kieran Seunarine
16
Even More Complexity
Courtesy D. Alexander / Kieran Seunarine
17
Even More Complexity
Courtesy D. Alexander / Kieran Seunarine
18
?
19
Standard q-space diffusion propagator formalism
At low q, everything looks Gaussian
20
DIFFUSION WEIGHTED IMAGES
21
At low q, everything looks like a tensor
22
Conventional MR Images
23
DIFFUSION TENSOR
24
Gray Matter
MRI pixel unit


Isotropic Motion


Anisotropic Motion
MRI pixel unit
Courtesy of Yaniv Assaf
25
Measured Diffusion Ellipsoids in Human Brain
T2-weighted image
1992 / 1994
26
DIFFUSION TENSOR MRI
Splenium of the corpus callosum
1997
27
Fractional Anisotropy
1996
28
(No Transcript)
29
(No Transcript)
30
2000
6 dyslexics (age 31.5 /- 5.3 years) 6 controls
(age 23.1 /- 1.4 years) Voxel-wise comparison
of FA
31
2005
  • 32 volunteers (14 male, 18 female).
  • Age range 8.3-12.9 years (Mean 11.3 /- 1.3
    years)
  • Word ID test
  • Voxelwise search for correlation between FA and
    Word ID score

32
Positive Correlation Between FA and Word ID Score
L
R
33
Correlation in Voxel with Highest Correlation
34
CHILDRENS READING PERFORMANCE IS CORRELATED WITH
WHITEMATTER STRUCTURE MEASURED BY DIFFUSION
TENSOR IMAGINGDeutsch et al. Cortex 41, 354
(2005)
Child study (7 poor readers, 7 controls) 7 13
year old age range
35
Agreement Between Studies
Deutsch
Beaulieu
R
L
36
(No Transcript)
37
(No Transcript)
38
(No Transcript)
39
(No Transcript)
40
DEC- Encoded Ellipsoids
Alex Leemans
41
DETERMINISTIC TRACKING AS SEEN BY THE TRACT
PROPAGATOR
Alexander Leemans
42
Deterministic Tractography For Bird Brains
Starling brain
Alexander Leemans
Alexander Leemans (LeemansA_at_cf.ac.uk)
43
Deterministic Tractography For Bird Brains
Fiber Tractography
1999 / 2002
Alexander Leemans (LeemansA_at_cf.ac.uk)
44
Superior Longitudinal Fasciculus
45
(No Transcript)
46
(No Transcript)
47
Superior Longitudinal Fasciculus
48
PARIETAL FIBRES
FRONTAL FIBRES
EXTERNAL CAPSULE (anterior floor)
Inferior Fronto Occipital Fasciculus
OCCIPITAL FIBRES
49
(No Transcript)
50
(No Transcript)
51
Fornix
52
(No Transcript)
53
(No Transcript)
54
(No Transcript)
55
Whats the cause of the lesion here?
56
(No Transcript)
57
Powder Averaging
58
(No Transcript)
59
Ubiquity of Planar Diffusion in the Brain
Linear Anisotropy
Planar Anisotropy
1997
60
Not a direct measure of myelination
61
Frank, 2001
2001
Courtesy of Larry Frank
62
Low Bvalue Signal Tensor Estimation Regime
63
At low q, everything looks like a tensor
64
(No Transcript)
65
Frank, 2001
Courtesy of Larry Frank
66
Frank, 2001
Courtesy of Larry Frank
67
Spherical Harmonic Fitting
Frank, 2001
Single Fibre
Courtesy of Larry Frank
68
Spherical Harmonic Fitting
Frank, 2001
2001
69
The Spherical Harmonic Series
2002/ 2004
70
SPHERICAL HARMONIC DECONVOLUTION
Modelling To Recover Peaks in Fibre Orientation
Density
71
Standard q-space diffusion propagator formalism
E(q) is Fourier Transform of P
Take sufficiently large number of measurements up
to sufficiently large values of q ? estimate P
directly!
At low q, everything looks Gaussian
72
Diffusion Spectrum Imaging (b ?17, 000)
Brainstem Coronal
2005
Courtesy of Van Wedeen
73
Diffusion Spectrum Imaging
DTI
DSI
crossing of corpus callosum, corona radiata, and
slf
Courtesy David Tuch, MGH
74
A Big Challenge
KNOTS ON COTTON
SIGNAL TO NOISE RATIO A CHALLENGE
75
A Big Challenge
b 20,000 s/mm2
b 1,000 s/mm2
DTI
Not-DTI
76
b 20 s/mm2
77
DTI
b 1,000 s/mm2
1.000 0.000 0.000
0.167 -0.199 0.966
0.726 0.688 0.000
-0.239 -0.710 0.662
-0.759 0.223 0.612
0.544 0.480 0.688
0.079 0.997 -0.005
0.773 -0.183 0.608
0.485 0.782 0.392
0.081 0.788 -0.611
78
(No Transcript)
79
N-DTI
b 5,000 s/mm2
1.000 0.000 0.000
0.167 -0.199 0.966
0.726 0.688 0.000
-0.239 -0.710 0.662
-0.759 0.223 0.612
0.544 0.480 0.688
0.079 0.997 -0.005
0.773 -0.183 0.608
0.485 0.782 0.392
0.081 0.788 -0.611
80
1.000 0.000 0.000
0.167 -0.199 0.966
0.726 0.688 0.000
-0.239 -0.710 0.662
-0.759 0.223 0.612
0.544 0.480 0.688
81
A-N-DTI
b 20,000 s/mm2
1.000 0.000 0.000
0.167 -0.199 0.966
0.726 0.688 0.000
-0.239 -0.710 0.662
-0.759 0.223 0.612
0.544 0.480 0.688
0.079 0.997 -0.005
0.773 -0.183 0.608
0.485 0.782 0.392
0.081 0.788 -0.611
82
1.000 0.000 0.000
0.167 -0.199 0.966
0.726 0.688 0.000
-0.239 -0.710 0.662
-0.759 0.223 0.612
0.544 0.480 0.688
83
Another Challenge
UNCERTAINTY IN FIBRE ORIENTATION
UNCERTAINTY IN FIBER ORIENTATION
?1
84
(No Transcript)
85
Optic radiation
86
(Architectural milieu will be discussed later)
Seedpoint
87
Probabilistic Tracking
Threshold gt 10
88
UNCERTAINTY IN FIBER ORIENTATION
?
?1
Heuristic Models
Analytical Error Propagation
Matrix Perturbation Analyses
How Big Is The Uncertainty?
Monte Carlo Techniques
Bayesian Approaches
Bootstrap Methods
89
Motor Cortex
2001
0.05 0.1 0.2 0.4 1
Courtesy of Martin Koch
90
Major fibre bundles in visual system (PICo)
high
OR temporal loop
low
LGN
Optic tract
OR dorsal loop
Superior colliculus
2003
Geoff Parker, ISBE, University of Manchester.
91
But
At gt 1 Visitation anatomically inaccurate
At gt 50 Visitation more accurate but
incomplete
92
(Important)
ACCURACY / PRECISION


93
What Do Most Connectivity Maps Show?
Measurements of connectivity are often nothing
more than measures of precision
VERY EASY TO FALL INTO THE TRAP OF VIEWING THE
MOST PRECISE PATH AS THE MOST RELIABLE
94
MOST probabilistic maps are maps of
reproducibility of the reconstruction through the
data
Therefore they are just as prone to
inaccuracies as deterministic methods
95
MOST PROBABILISTIC ALGORITHMS ARE BASED
ON PERFORMING DETERMINISTIC STREAMLINING MANY
TIMES
96
Start
Start
FA 0.6
FA 0.8
FA 0.6
FA 0.8
Finish
Finish
Courtesy of Sean Deoni
97
95 Cone of Uncertainty Represented with
Hyperstreamlines
98
Cone of uncertainty hyperstreamlines and
bootstrapped tracts in superior longitudinal
fasciculus
Challenge How much uncertainty due to
modelling and how much due to noise?
99
WILD BOOTSTRAP OF Q-BALL DATA
Courtesy of Geoff Parker
2007
100
WILD BOOTSTRAP OF Q-BALL DATA
Courtesy of Geoff Parker
101
WILD BOOTSTRAP OF Q-BALL DATA
Courtesy of Geoff Parker
2007
102
Where are we goingwith Probabilistic
Tractography?


103
2001
0.05 0.1 0.2 0.4 1
Courtesy of Martin Koch
104
WHERE ARE WE GOING WITH PROBABILISTIC
TRACTOGRAPHY?
FOR DISCUSSION AT 5 pm!
Yield of Probabilistic Tracking The most
probable pathway between two points The most
likely path between two points The set of all
possible paths between the two points The
connectivity between two points
Definitely a challenge!
105
Other Challenges.
106
Ambiguous Topology
107
What will solve the problem?
HARDI?
HARDLY!
Twisting, bending, splaying non-specific.
108
Ambiguous Topology
109
Effect of Architectural Milieu
Most Definitely a Challenge!
False Negatives
False Positives
110
Fiber Tracking Simulations
50 tracks from a single point obtained for 50
different noise realizations at S/N10 and for
l1l2l3 211
Solutions proposed based on Poisson Statistics
not very successful
111
B
Which region does X have the highest connectivity
to?
FA 0.9
A
FA 0.9

Challenging!
FA 0.9
Shortest, straightest, simplest
FA 0.9
FA 0.9
FA 0.9
E
C
D
112
Hows your connectivity today?


113
DEC Fiber Orientation Maps
114
Confidence Maps - Genu
115
Important to identify (and reduce / remove)
physiological noise
Challenging but important!
116
PROBABILITY MAPS ARE MAPS OF PRECISION NOT
ACCURACY
117
  • CONNECTIVITY
  • Information can only pass between 2 regions if
    they are connected
  • Function is dependent on information transfer
  • White matter connects different cortical regions
  • Aim of grading white matter connectivity is to
    assess effects of changes in connectivity on
    function.
  • Therefore, impairment of whatever we call
    connectivity, should imply impairment of
    information transfer and therefore of function.

118
Motor Cortex
0.05 0.1 0.2 0.4 1
119
THE SAD TRUTH Probabilistic tracking tells us
nothing quantitatively useful about connectivity
in the human brain
Lets talk about that at 5 pm
120
Where are we Going?
Listen to the rest of the tutorial!
121
Image Resolution
RESOLUTION
25 106
Å
- Single Shot EPI
Axon Size
2 10 ?m
122
Roland Bammer, Stanford 2007/ 2008
123
(No Transcript)
124
Skare et al. 2008
125
Boosting SNR
HARDWARE
Higher Field Strengths
Stronger Gradients?
126
2006
127
Number of water molecules in each voxel 1020
We can only say something about the
bulk-averaged properties of those molecules
128
Improved Modelling / Analyses
A large part of what you are about to hear!
Perhaps undue focus to date on orientational
information?
129
More Compartment-Specific Information
130
The Complexity
Water (almost) everywhere!
How is each part behaving?
131
Whole Brain T1 and T2 Maps (isotropic 1 mm
resolution)
T1 Map
T2 Map
132
Myelin Water Mapping
T2
Tshort
9 minutes
Myelin Water Fraction
133
Superior Longitudinal Fasciculus
Myelination Along Specific Tracts
134
The Complexity
135
Combined Hindered And Restricted ModEl of
Diffusion
CHARMED Assaf et al. Magn Reson Med. 52965-78,
2004 .
?
?
?
136
Thats where weve been since 1992
So.
Heres where we are now
Challenges, challenges, challenges
Where we are we going?
Ill come back at 5 p.m. and well see whether
we agree!
137
  • OVERVIEW
  • Introduction to white matter
  • Introduction to diffusion tensor MRI
  • Tract-specific measurements - obstacles
  • New ways of extracting orientational PDFs
  • Application to probabilistic tracking
  • The future for probabilistic tracking
  • Diffusion based segmentation (new methods)
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