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Brain Connectivity
Workshop
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From April 26th to
29th, 2004, Havana City, Cuba Introductory
Neuroinformatics Course from April 23th to
25th |
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Organized by: Pedro A.
Valdés-Sosa Rolf
Kötter |
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Sponsored by:
 PAHO, UNDP, fMRIB, Düsseldorf University
GRK 320 | |
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Background: Brain function is dependent
on the interactions between specialized regions of cortex that
process information within local and global networks. Integration of
information arises from these interactions as a dynamic process on
different time scales. Investigations of the physical connections
between neuronal structures and measurements of brain activity in
vivo have given rise to concepts of anatomical, functional and
effective connectivity, which have been useful for undestanding
brain mechanisms and their plasticity. The First multi-disciplinary
workshop on "Functional Brain Connectivity" organized by
Rolf Kötter and Karl Friston in April 2002 in Düsseldorf, Germany,
carefully defined the concepts and explored the relationship between
different conceptual approaches. Following this successful event,
the Second Workshop organized by Ed Bullmore and Lee Harrison was
held in May 2003 in Cambridge, England, with a focus
on complex analysis and dynamical systems theory. This year's
workshop will continue the multi-disciplinary discussion with a
focus on the fusion of methods with different spatial and temporal
resolution.
The Third Workshop on Brain Connectivity will be held
from April 26th to 30th, 2004 in Havana.... |
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Aims: The general aim of the meeting is
to bring together experts from the fields of Computational and
Experimental Neuroscience to review and advance recent work on
structural, functional and effective connectivity. The specific
focus of this workshop will be the fusion of different brain imaging
approaches for measuring and explaining dynamic interactions between
neuronal ensembles and their relation to information processing in
the brain. For example, it will address questions that arise when
interpreting functional imaging (fMRI and PET), electrophysiological
(EEG, MEG, LFP and single/ multiple unit recordings) data and their
fusion. |
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Workshop
programme: The workshop will be organized around seven
general themes:
- Causal Inference: Graphical Models and Time Series
- Statistical Techniques for Measuring Connectivity
- Anatomical Connectivity
- Functional Connectivity
- Multimodal Neuroimages for Discovering Connectivity
- Interventional Studies of Neural Causal Systems
- Connectivity Changes in Pathology
As proven useful and popular in the past, the format of this
workshop is special: Instead of lengthy slide presentations experts
will give a brief (max. 15 min.) introduction of a topic of their
choice and lead a discussion for up to one hour in interaction with
questions and contributions from the audience. |
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Introductory Neuroinformatics Course:
This course provides an introduction to connectivity
analyses in the context of functional imaging studies. Speakers
will explain the conceptual issues and introduce relevant resources
and software packages with practical examples. Participants
are encouraged to try them using the computer infrastructure
at the University of Computer Sciences.
For further information on the Introductory
Neuroinformatics Course and registration
click here |
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Contributors and
topics:
- Tim Behrens
(Oxford Centre for Functional Magnetic Resonance Imaging of
the Brain):
"Connectivity-based parcellation
of grey matter using diffusion tractography"
The interpretation of cytoarchitectonically
discrete brain units in terms of brain
function is a major goal of Neuroimaging.
Unfortunately, boundaries between such
subunits do not correspond well to landmarks
easily visible in vivo. However a brain
region's function is constrained by its
connectional anatomy - regions which are
truly functionally discrete are expected
to maintain markedly different connectivity
patterns. Diffusion tractography can provide
in-vivo information on anatomical connectivity
in the human brain. Here, we test the
the hypothesis that changes in circuitry
revealed by diffusion tractography may
be used to define the extent of, and boundaries
between, functionally and cytoarchitectonically
discrete brain regions without any prior
knowledge of the regions' connectivity
patterns.
Example in medial area 6:
Medial area 6 consists of two cytoarchitectonically
distinct regions in monkey and (depending
on reports) two or three in human. In
non-human primates there is a change in
connectivity along medial frontal cortex:
pre-SMA connects to prefrontal/anterior
cingulate cortex whereas SMA proper connects
to sensorimotor regions. We test the hypothesis
that we can detect this change in connectivity
in the human brain using diffusion tractography,
and use it to define the boundary between
SMA and preSMA. The resulting boundaries
are compared with functionally defined
boundaries from fmri experiments designed
to activate the two areas.
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- Michael Breakspear(School of Physics
at the University of Sydney & Brain Dynamics Centre at
Westmead Hospital, Sydney, Australia):
"Investigating dynamic
correlations in a neural system with a multiscale
architecture using wavelets"
The architecture of the brain is characterized
by a modular organization repeated across
a hierarchy of spatial scales - neurons,
cortical columns, Brodmann areas, etc.
It is important to consider that the processes
governing neural dynamics at any given
scale are not only determined by the behavior
of other neural structures at that scale,
but also by the emergent behavior of smaller
scales. Wavelets are natural basis functions
for investigating such phenomena and we
introduce two related applications: (1)
A wavelet-based functional connectivity
method which allows detection of correlations
between brain regions within and between
spatial scales ('information cascade').
The method is illustrated on human fMRI
data and numerical data from a dynamical
model of a neural system. (2) A general
theoretical framework for neural systems
in which the dynamics are nested within
a multiscale architecture. Explicitly,
a hierarchy of neural systems is modeled.
The dynamics at any given spatial scale
are coupled to the scale-congruent emergent
dynamics of smaller scales. It is shown
how synchronization in small-scale structures
hence influences the dynamics in larger
structures in an intuitive manner that
cannot be captured by existing modeling
approaches.
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- Michael Eichler (Department of Statistics,
University of Chicago):
"Causal inference
with graphical time series models"
One major problem in the identification
of causal relationships from observational
data are the possible influences from
latent variables which introduce so-called
spurious causalities. This is true in
particular for studies of functional connectivity
in the brain where only a very restricted
number of processes can be measured and
analyzed. Recent advances in the understanding
of such latent variable structures were
based on graphical models which provides
a general framework for describing and
infering causal relations. In this talk,
we present a graphical representation
of the dependence structure of multivariate
time series which is based on the concept
of Granger causality. This graphical approach
can be used for discussing spurious causality
and leads to a new model for time series
with latent variables.
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- Karl Friston
(Functional Imaging Laboratory, Wellcome Department of Imaging
Neuroscience. UCL):
"Learning and inference
in the brain"
There are several architectural principles
of functional brain anatomy that have
emerged from careful anatomic and physiologic
studies over the past century. These principles
are considered in the light of representational
learning to see if they could have been
predicted a priori on the basis of purely
theoretical considerations. Specifically,
I will focus on hierarchical dynamic models
(HDMs) and expectation maximisation (EM)
schemes for their estimation. These models
are very general in the sense that they
subsume many simpler variants, such as
independent component analysis, through
to generalised nonlinear convolution models.
The generality of HDMs renders their EM
a useful framework that covers procedures
ranging from variance component estimation,
in classical linear observation models,
to blind deconvolution, using exactly
the same formalism and operational equations.
Critically, they may provide heuristics
that inform our understanding of neuronal
processing. For example, the central role
of hierarchies in empirical Bayesian formulations
of representational learning may provide
an understanding of why sensory cortices
in the brain are arranged hierarchically.
A second example is the need for explicit
generative and recognition models in the
context of noninvertible processes generating
auditory data. This dichotomy may be useful
in understanding asymmetries between forward
and backward connections of the brain
in the context of predictive coding. The
notion that the brain may use empirical
Bayes for inference about its sensory
input, given the hierarchical organisation
of cortical systems, is compelling. Although
it is fairly easy to develop this in the
context of static observation models,
it would be interesting to generalise
the same idea to cover dynamical systems.
This would enable us to model and understand
evoked brain responses in a much more
functionally informed fashion. Here predictive
coding takes on a dual meaning in the
sense that the prediction may involve,
not only minimizing prediction error (to
provide conditional estimators), but also
a component of forecasting, to pursue
conditional trajectories of dynamically
evolving states.
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- Lee Harrison (Functional Imaging Laboratory,
Wellcome Department of Imaging Neuroscience. UCL):
(Topic to Be Announced)
- Maciej Kaminski (Faculty of Physics Warsaw
University, Poland):
"Determination of transmission
patterns in multichannel EEG"
The methods of determination of causal
influences (direction of flows) between
signals became more and more popular in
connection with the development of modern
laboratory equipment and computers which
allow recording and analyzing of many
data channels. Most of the traditional
methods of determination of directional
relations are designed for pairs of channels.
Unfortunately, bivariate methods which
work well when only two channels are considered,
will not necessarily give correct results
when applied to multichannel sets of data.
The advantages of multichannel way of
causal influence estimation over pair-wise
approach and possible cause of mistakes
generated by a bivariate approach will
be presented on the example of Directed
Transfer Function and other methods.
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- Rolf Kötter (Computational
| Systems | Neuroscience Group at the C. &. O. Vogt Brain
Research Institute in Düsseldorf, Germany):
"Network Motifs."
- Denis Lebihan (Service Hospitalier Frédéric Joliot (SHFJ)):
"Diffusion mri: bridging
the gap between brain structure and function"
Functional Magnetic Resonance Imaging
(fMRI) has appeared as a powerful new
tool which offers the potential to look
at the dynamics of cerebral processes
underlying cognition, noninvasively and
on an individual basis. Still, the real
understanding of brain function requires
direct access to the functional unit made
of the neuron, so that one may look at
the transient temporal relationships that
exist between largely distributed groups
of hundreds or thousands of neurons. Furthermore,
communication pathways between networks,
which are carried by brain white matter,
must be identified to establish connectivity
maps at the individual scale, taking into
account individual variability. In this
respect, MRI of molecular diffusion may
play a significant role. During their
random, diffusion-driven displacements
water molecules probe tissue structure
at a microscopic scale well beyond the
usual image resolution. The observation
of these displacements thus provides valuable
information on the structure and the geometric
organization of tissues. For instance,
because diffusion is modulated by the
spatial orientation of large bundles of
myelinated axons running in parallel in
brain white matter, an important potential
application of diffusion MRI is the visualization
of anatomical connections between different
parts of the brain on an individual basis.
This feature can be exploited to map out
the orientation in space of the white
matter tracks. Furthermore, recent data
suggest that diffusion MRI could also
be used to image brain activation by directly
visualizing dynamic tissue changes associated
with neuronal activation.
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- Lucy Lee (Functional Imaging Laboratory, Wellcome Department
of Imaging Neuroscience. UCL):
"Using analyses of effective
connectivity to explore the effects of rTMS
on the motor system"
The effects of repetitive transcranial
magnetic stimulation (rTMS) on the excitability
of the motor system are well characterised.
However, very few effects of rTMS have
been seen on measures performance during
simple motor behaviour. In this talk I
will present results from a number of
studies where functional imaging was used
to explore the effects of rTMS on the
motor network during the performance of
simple motor tasks. The combination of
analyses examining changes in functional
integration and segregation appears to
offer useful insights into the mechanisms
by which the motor system is able to maintain
task performance during changes in cortical
excitability.
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- Randy McIntosh (Rotman Research
Institute of Baycrest Centre, Toronto, Canada):
"Causal Inference and
the mind: how do we know when the math is
right?"
The growth in neuroimaging over the past
two decades has resulted in a growing
interest in the development of new methods
of image analysis. Many are focused on
enabling inferences about causal influences
among parts of the brain during different
mental functions (e.g., structural equation
modeling, multivariate autoregressive
modeling, dynamic causal modeling). A
common question arising in the implementation
of such methods is the validity of the
application in terms of the underlying
neural and mental processes they are designed
to reveal, and whether there are particular
experimental paradigms that are better
suited for the application of these methods.
We will decide on the best answer to these
questions in the course of my presentation.
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- Jean F. Mangin
(Service Hospitalier Frédéric Joliot (SHFJ)):
"Inference of anatomical
connectivity from diffusion weighted MR
data: an inverse problem framework"
A family of methods aiming at the reconstruction
of a putative fascicle map from any diffusion-weighted
dataset will be proposed. This fascicle
map is defined as a trade-off between
local information on voxel micro-structure
provided by diffusion data and a priori
information on the low curvature of plausible
fascicles. The optimal fascicle map is
the minimum energy configuration of a
simulated spin glass in which each spin
represents a fascicle piece. This spin
glass is embedded into a simulated magnetic
external field that tends to align the
spins along the more probable fiber orientations
according to diffusion models. A model
of spin interactions related to the curvature
of the underlying fascicles introduces
a low bending potential constraint. The
talk will end with a brief description
of the inference of connectivity matrices
from such fascicle maps and automatic
parcellations of the cortical surface.
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- Tohru Ozaki
(Department of Prediction Control Institute of Statistical
Mathematics, Japan):
"Nearest Neighbour ARX
(NN-ARX) modelling of spatial time series
with application to localization & connectivity
study of fMRI data"
We would like to present a time series
approach for the analysis of functional
Magnetic Resonance Imaging (fMRI) data.
Recently the MRI has become a vital tool
for diagnosing brain tumers and other
diseases of the central nervous system.
We have been working on fMRI data analysis
since 2000 when Prof.P.Valdes-Sosa and
I visited Prof.N.Sadato in his lab. The
most widely used standard method of fMRI
data analysis is the SPM (Statistical
Parametric Mapping) method developed by
K.Friston and his group in 1994. We think
the SPM method is useful in many ways,
but it is not exploiting dynamic information
involved in fMRI data properly. In the
present talk, we would like to show how
the useful spatio-temporal information,
such as localization and connectivity,
can be extracted from the data using our
time series modeling approach with two
types of experimental data: one is visual
stimulus data from Prof.Sadato's lab,
and another data is motor task data from
Prof.Kawashima's lab in NICHe, Tohoku
University.
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- Geoffrey J.M. Parker
(Division
of Imaging Science and Biomedical Engineering, University
of Manchester, United Kingdom):
"Quantification of connectivity
using diffusion weighted MRI: capabilities
and challenges"
Recent developments in fibre tracking
using diffusion weighted MRI have raised
the possibility of performing quantitative
measurements to provide information on
anatomical connectivity and the structural
integrity of white matter tracts. Probabilistic
connectivity methods allow the assignment
of confidence to putative connections
and the generation of anatomical brain
connectivity matrices that may assist
in system characterisation. Definition
of the likely routes and volumes of connective
pathways and their associated grey matter
regions allows the relationships between
abnormal function and possible causes
related to tract damage (e.g. infarcts)
to be defined. However, even with the
recent rapid methodological developments,
a number of fundamental problems remain
in using fibre tracking as a quantitative
scientific tool. The nature of the relationship
between the measured diffusion weighted
signal and fibre architecture is still
incompletely understood; the models used
to approximate this relationship are not
universally agreed. Similarly, the models
of fibre trajectories based on voxel-wise
diffusion measurements often include heuristic
assumptions that vary considerably between
methods. These variations and uncertainties
are in addition to the more mundane, but
no less important, influence of basic
EPI MR image quality, including the effects
of voxel size, point spread function,
noise, and distortion. The effects of
these factors will be considered and their
implications for the use of quantitative
fibre tracking discussed.
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- Tomas Paus
(Cognitive Neuroscience Unit/Neuropsychology Department, Montreal
Neurological Institute):
"Studies of cortical connectivity and oscillations in healthy
and disordered brain."
- William Penny
(Functional Imaging Laboratory, Wellcome Department of Imaging
Neuroscience. UCL):
"State-Space Modeling"
The focus of this presentation is the
use Bilinear Dynamical Systems (BDS) for
model-based deconvolution of fMRI series.
BDSs are a type of Dynamic Causal Model
which comprise a stochastic bilinear neurodynamical
model specified in discrete-time and a
set of linear convolution kernels for
the hemodynamics. I will also discuss
how best to make inferences about large-scale
functional integration.
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- Silke Dodel (Service Hospitalier Frédéric Joliot (SHFJ)):
"Condition dependent
changes in functional connectivity and physiological
confounds"
Our contribution consists of two parts:
Firstly we investigate how functional
connectivity networks in fcMRI are affected
by the subject's heart beat and respiration.
The latter were measured simultaneously
during high rate MRI data acquisition
and the functional connectivity networks
were determined in a data driven manner
using graph theory. Physiology highly
affects the data variance, globally in
the case of respiration and locally in
the case of heart beat. We found that
linear removal of the physiological signal
based on the simultaneous measurements
does not fully remove spurious functional
connectivity. We therefore use in addition
various other methods for physiological
effect removal and compare them with respect
to the resulting functional connectivity
networks. Secondly we investigate condition
dependent changes in functional connectivity
that should be in general insensitive
to physiological artefacts. As a first
approach one could compare the functional
connectivity networks obtained using data
only from the respective conditions. We
chose, however, a more general framework,
by introducing a weight function for the
contribution of every time step to the
correlation and test or links in a non
parametric framework. The method is illustrated
on an fMRI paradigm designed to study
brain substrates of language.
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- Jorge Riera (Advanced Science and Technology of Materials NICHe,
Tohoku University Aoba 10, Aramaki, Aobaku, Sendai 980-8579,
Japan):
"Bottom-up vs. top-down
strategies: modeling the fusion of multi-modality
neuroimages, causality and connectivity
patterns"
Recent advances in neuroscience have allowed
for a basic understanding of brain functions
associated with cognitive events in humans.
This improved comprehension of the underlying
mechanisms associated with the brain activation,
ranging from the emerging electrophysiological
processes in the neural-circuitry to the
imminent vascular changes induced by a
metabolic/oxygen demand, has brought into
light a tremendous opportunity to develop
sophisticated biophysical models to elucidate
the temporal dynamic and connectivity
patterns of “activation” in specific brain
areas. Innovative neuro-imaging techniques
have been emerging over the last few years,
providing neuroscientists with a powerful
tool to assess the spatio-temporal variations
of some interpretable physical magnitudes
inside the brain (fMRI) as well as their
external reflections (NIRs and EEG).
In this context, we would like to emphasize
the role that bottom-up models based on
physiology will play in solving the inverse
problems related to top-down data analysis
approach. We will discuss some future
prospects for the integration of neuroimaging
multi-modalities, which require the concept
of connectivity and causality to be carefully
revised. We would like to bring into debate
some of the different tendencies, which
have recently become apparent for the
analysis of the structures of activation,
focusing on the following aspects:
A)- Is connectivity and causality strictly
associated with any of the following:
sequential episodes (either forced by
or emerging from spatial inter-relationships);
or/and concomitant temporal modes of oscillations
(where pure anatomical connections only
facilitate patterns formation)?
B)- Is activation directly related to
the electro-chemical process at the level
of the synapses? How does vasculature
temporally filter these fast signals?
C)- What role do the vascular and metabolic
control mechanisms (i.e. sphincters and
nitric oxide influence in the microvasculature)
play?
D)- What kind of association exists between
glucose and oxygen consumptions, the glycolysis
and TCA cycle? What is the immediate consequence
of the glycogen shunt model?
E)- How can the relationship between events
related transients and spontaneous oscillatory
activity be explored? How can we interpret
the negativity correlation between EEG
and fMRI/NIRs in the case of alpha rhythms?
F)- How could different levels of modeling
simplify Inverse Problems (fMRI/NIRs/EEG/MEG)
that share a common etiology at the physiological
level?
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- Christian Beckman
(Oxford Centre for Functional Magnetic Resonance Imaging of
the Brain):
"Investigations into
Resting State Networks using FMRI and FMRI-EEG"
Resting State Networks (RSNs) are self-coherent
networks resembling plausible (grey-matter)
activation networks'' found (for example)
in resting BOLD FMRI data. A study of
RSNs has been performed using probabilistic
ICA, leading to the identification of
4 primary spatial patterns which are quite
consistent across different subjects.
A second study has investigated the link
between the alpha-power time course and
the BOLD RSN time course in simultaneous
FMRI-EEG data. It is known that motor
activity during relaxed, alpha-generating
states enhance the alpha EEG rhythm. Therefore
we investigated the modulation by a motor
task of the alpha-correlated FMRI maps,
finding different networks in the different
states. The different maps could suggest
multiple, state-dependent, global-network
generators of the alpha rhythm.
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- David S. Tuch (Martinos Center for
Biomedical Imaging
Massachusetts General Hospital):
"Diffusion MRI of neural circuitry."
- Pedro A. Valdés-Sosa
(Cuban Neuroscience Center):
(Topic to Be Announced)
- Thomas Koenig
(Department of Psychiatric Neurophysiology, University Hospital
of Clinical Psychiatry Bern, Switzerland)
"Functional brain connectivity,
transient microstates and combined EEG and fMRI"
Abstract: Higher order brain information processing
is assumed to require transient binding of extended
neural patches, forming shortlasting neurocognitive
networks. It has been proposed that this binding
is achieved by the existence of electric oscillations
that are synchronous over all regions involved
in a processing step. Once that processing step
terminates, the elements of the network disconnect
and the following processing step is initiated,
forming another transient network of synchronously
oscillating brain regions. From that point of
view, we propose that there are two types of connectivity
that need to be considered separately: The first
type is the transient binding of neural patches,
the second type the preferential sequence of processing
steps. In terms of analysis, the first 'binding'
type of connectivity can only yields EEG patterns
that are characterized by a single time-course
with a stable spatial configuration (microstate).
Across electrodes, no shift in time or phase can
occur. The existence of such periods of stable
EEG spatial configuration has indeed been shown
repeatedly, and the predominant configurations
appear consistently across subjects. By correlating
the number or intensity of typical microstates
with the fMRI BOLD signal acquired during simultaneous
EEG fMRI recordings, the location of the neural
patches that formed the transient network during
those microstates can be identified. Once a set
of such transient synchronous oscillations with
stable configuration has been identified and their
time-course has been established, the second type
of connectivity, i.e. the preferred sequence of
events can be investigated. Recent work in time-domain
EEG has indeed shown that the sequence of microstates
deviates from randomness and that these deviations
are common across subjects. If the time-course
of microstates is assessed in the time-frequency
domain, other measures of connectivity and causality
such as Granger-causality or cross-coherence can
be employed to study the functional interrelations
between microstates.
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- Keith Worsley
(Department of Mathematics and Statistics Brain Imaging
Centre, Montreal Neurological Institute McGill University)
"Detecting multivariate effective
connectivity"
Abstract: Univariate effective connectivity can
be detected using the usual correlation coefficient
between univariate data at two spatial locations,
converted to a T-statistic, and thresholded. For
multivariate data there are a number of choices,
all functions of the canonical correlations between
the multivariate measures at the two locations.
Examples are the HRF sampled at 1s intervals,
real and imaginary components of the complex fMRI
signal or EEG data at a particular frequency,
or, for anatomical data, vector deformations.
We present simple extensions of random field theory
that allows us to set a very precise threshold
for a number of multivariate test statistics,
all based on Roy's union-intersection principle.
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Program
details: The workshop will commence on Monday morning,
26 April, and conclude on Thursday night, 29 April 2004. There will
be held short "hands on" courses on the use of software in this
field during the two days preceding the meeting. |
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Location
and Directions: The workshop will take place in a
conference room inside Palco Hotel. |
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Costs and
registration:
Registration is made electronically on the neuroinf.org server.
More info can be found here.
There is a charge of $250 to cover administration and catering
(coffee break and lunch) and stationary costs.
To register and make your payment by credit card click here.
On-site registration is accepted
For further information on the Introductory Neuroinformatics
Course and registration click here |
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Accommodation: Once your
registration fee is recieved, havanatur agency office (http://www.havanatur.cu) in your
country (if exist) will contact you in order to offer you tour
packages which includes visa procedures, airfare, internal
tranfers in\out the airport and hotel acommodation in two
hotels of your preference with which we have negotiated the the
following rates:
Package for Hotel Palco
- Airfare for the specified country + $183 (single room with
breakfast included for three nigths)
- Airfare for the specified country + $132 (double room with
breakfast included for three nigths)
- Airfare for the specified country + $243 (single room with
breakfast and a meal included for three nigths)
- Airfare for the specified country + $192 (double room with
breakfast and a meal included for three nigths)
"Hotel Palco" is the only one included in those packages through
a special arrangements of prices, other hotels near the place of the
meeting are also available:
Please take into account that we will start the meeting
at 9am on Monday 26th April.
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General
Notes:
($) means US dollar
Weather: www.cubaadvice.com/english/clima.asp
Optional tour places to visit:
Payment Options: credit cards
See also http://www.hirnforschung.net/download/bcw04.html
and A dual Congress Psychiatry and the Neurosciences
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Correspondence
to:
Organizing Committee: orgcommittee@cneuro.edu.cu
Secretary of the Organizing Committee: Pedro A. Valdes
Hernandez |
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