$B@8M}3X8&5f=jG/Js(B $BG/JsL\<!$XLa$k(B$B@8M}8&%[!<%`%Z!<%8$X(B

11$B!%@8M}8&8&5f2q!V5!G=E*(BMRI$B8&5f2q!W(B

2003$BG/(B11$B7n(B27$BF|!](B11$B7n(B28$BF|(B
$BBeI=!&@$OC?M!'DjF#5,90!J@8M}8&!K(B
$B=jFbBP1~

$B!J#1!K(B
Simultaneous measurement of hemoglobin concentration change and BOLD signal response during visual stimulation by NIRS and fMRI
$BK-ED9@;N!J@8M}8&5f=j!$J!0fBg3X!&9b%(%M%k%.!<0e3X8&5f%;%s%?!
$B!J#2!K(B
$BG>Ij3h;~$N(BCBF, CMRO2, CBV$B$N%+%C%W%j%s%0(B
$BGpAR7r0l!JJ!0fBg3X!&9b%(%M%k%.!<0e3X8&5f%;%s%?!
$B!J#3!K(B
Statistical analysis of functional near infrared spectroscopy time series -adjusting or modeling temporal autocorrelation-
Takanori Kochiyama (Kagawa University)
$B!J#4!K(B
An introduction to the time series approach in fmri data analysis
Toru Ozaki (Institute of Statistical mathematics, Tokyo)
$B!J#5!K(B
Evaluating effective connectivity: Multivariate time series approach
Okito Yamashita (The graduate university for advanced studies) ,
Norihiro Sadato (National Institute for Physiological Science) ,
Tohru Ozaki (Institute of Statistical Mathematics)
$B!J#6!K(B
Correction of residual motion effects using ICA
Takanori Kochiyama (Kagawa University)
$B!J#7!K(B
Hemodynamic, electrophysiological and structural interaction involved in human face processing. Evidence from a combined fMRI-ERP-VBM study
Tetsuya Iidaka*, Atsushi Matsumoto*, Junpei Nogawa*, Tomohisa Okada**, Norihiro Sadato**
(*Department of Psychology, Nagoya University, Graduate School of Environmental Studies, Nagoya, Japan, **Department of Cerebral Research, National Institute for Physiological Sciences, Okazaki, Japan)
$B!J#8!K(B
MRI$B;#A|2;6/EY$NJQ2=$KH<$&D03PLn7lN.H?1~;~4V$N2CNp@-JQ2=(B
$B2,EDCN5W!$K\ED!!3X!$DjF#5,90!J@8M}3X8&5f=j!K(B
$B!J#9!K(B
Application of MRI movie to kinematic analysis of articulatory and orofacial movements
Shinobu Masaki, Yasuhiro Shimada, Ichiro Fujimoto (ATR Brain Activity Imaging Center)
$B!J(B10$B!K(B
FREQUENCY OF REVERSING CHECKERBOARDS AND THE BOLD SIGNAL IN HUMAN PRIMARY VISUAL CORTEX:A HIGH-RESOLUTION FMRI STUDY
Pei Sun, Kenichi Ueno, R. Allen Waggoner, Keiji Tanaka, and Kang Cheng
(Laboratory for Cognitive Brain Mapping, Brain Science Institute, RIKEN)
$B!J(B11$B!K(B
Contrast adaptation and the BOLD signal in primary visual cortex
J.L. Gardner, P. Sun, R.A. Waggoner, K. Ueno, K. Tanaka, K. Cheng
(Laboratory for Cognitive Brain Mapping, RIKEN Brain Science Institute)
$B!J(B12$B!K(B
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$B!J(B13$B!K(B
Model-free nonlinear regression analysis in fMRI using an artificial neural network
Masaya Misaki, Satoru Miyauchi $B!JFHN)9T@/K!?M!!DL?.Am9g8&5f=j!!4X@>@hC<8&5f%;%s%?!

$B!Z;22C![(B
Kang Cheng$B!JDx!!9/!K!JM}8&!K!$(BR Allen Waggoner$B!JM}8&!K!$(BPei Sun$B!JM}8&!K!$>eLn!!8-0l!JM}8&!K!$EA!!M%;R!JM}8&!K!$(BJustin Gardner$B!JM}8&!K!$KY9>!!N-Li!JDLAm8&!K!$HS9b!!E/Li!JL>Bg!K!$Cf0f!!>.;39,;R!J@8M}8&!&463P1?F0D4@a!K!$EOJU>;;R!J@8M}8&!&463P1?F0D4@a!K!$6?EDD>0l!J@8M}8&!&463PG'CN>pJs!K!$DjF#!!5,90!J@8M}8&!&?4M}@8M}!K!$K\ED!!3X!J@8M}8&!&?4M}@8M}!K!$2,ED!!CN5W!J@8M}8&!&?4M}@8M}!K!$c7F#!!BgJe!J@8M}8&!&?4M}@8M}!K!$9SKR!!M&!J@8M}8&!&?4M}@8M}!K!$EDCf!!8g;V!J@8M}8&!&?4M}@8M}!K!$86ED!!=!;R!J@8M}8&!&?4M}@8M}!K!$EDn49(

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$B!J(B1$B!K(B Simultaneous measurement of hemoglobin concentration change and BOLD signal response during visual stimulation by NIRS and fMRI

$BK-ED9@;N!J@8M}8&5f=j!$J!0fBg3X!&9b%(%M%k%.!<0e3X8&5f%;%s%?!

$B!!7r>o]$K;k3P;I7c$KBP$9$k(B hemodynamic response$B$r(Bnear infrared spectroscopy (NIRS) $B$H(Bfunctional MRI (fMRI) $B$N?.9fJQ2=$H$7$FF1;~7WB,$7Hf3S$9$k$3$H$rL\E*$H$7$?!#;k3P;I7c$H$7$F!$(B8 Hz$B$GH?E>$9$k%A%'%C%+!<%\!<%I%Q%?!<%s$r(B20$BIC4V$N5Y;_4|4V$r$O$5$s$G(B1, 2, 4, 8$BIC4VDs<($9$k(Bsession$B$r7+$jJV$7$?!#(BNIRS$BAuCV$N(Boptode$B$r8eF,It$KG[CV$7!$(Boxy-$B!$(Bdeoxy-hemoglobin (Hb) $BG;EY$r7WB,$7!$F1;~$K(B3T-MRI$BAuCV$K$F(BBOLD$B?.9f$r7WB,$7$?!#9bJ,2rG=(BMRI$B>e$G(Boptode$B%Z%"$N@hC<0LCV$+$i(BNIRS$B?.9f8;$r?dDj$7!$Hf3S$9$k(BfMRI$B%G!<%?$N4X?4NN0h$H$7$?!#(Bsubject$BKh$K!$:GBg;I7c1~Ez$N8+$i$l$?(BNIRS$B?.9fl9g$K;w$?K0OB798~$,8+$i$l$?!#(B

 

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$B!!$3$N7k2L!$(BBOLD$B?.9f$H(BFAIR$B?.9f$N?.9fJQ2=N($N4X78$O!$@~4X78$K$"$k$3$H$,$o$+$C$?!#$5$i$K6a@V30AuCV$rMQ$$$FB,Dj$7$?(BDeoxy-Hb$B$H(Boxy-Hb, total-Hb$B$H$N4X78$O$-$l$$$JD>@~4X78$K$J$j!$$^$?(BBOLD$B$H(Btotal-Hb$B$H$N4X78$b$[$\%j%K%"$H$$$&7k2L$K$J$C$?!#0J>e$N7k2L$O!$G>Ij3h;~$NG>7lN.NL!$G>;@AGBe7l1UNL$NJQ2=$OAj8_$K6/$$%+%C%W%j%s%04X78$K$"$k$3$H$r<(:6$7$?$b$N$H9M$($k!#(B

 

$B!J(B3$B!K(BStatistical analysis of functional near infrared spectroscopy time series -adjusting or modeling temporal autocorrelation-

$B!!(BTakanori Kochiyama (Kagawa University)

$B!!(BNear Infra-Red Spectroscopy (NIRS) has been used in functional activation studies as a non-invasive technique to detect changes in cerebral oxygenation in human adults and infants. By a high sampling rate and simultaneous multi channel measurements, NIRS instruments have the ability of revealing temporal and spatial structure of brain hemodynamic response, as the same as fMRI or PET. However, contrasted to the improvement of the measuring instrument and the wide application to research, there are not well-organized analytical methods compared with the other imaging technique at present. The purpose of our study is the establishment of a method to detect the functional brain activation with robustness and without losing sensitivity in NIRS measurement.

$B!!(BIn this reports, we focus on the topics about the modeling and correcting the temporal autocorrelation in NIRS time series data. We revealed that the autoregressive (AR) process of NIRS time series exhibited higher order and more complex form than that of fMRI time series. We examined some methods of the statistical signal processing techniques based on the generalized linear model (GLM), which were developed in fMRI time series analysis: (1) General least square estimation (GLS) of GLM with swamping approach, (2) GLS of GLM with whitening approach, (3) Variational bayesian estimation (VBE) of GLM. We evaluate these methods in terms of the ability to control the type-1 error (false-positive)rate and propose the appropriate methods and their parameter's settings for NIRS time series analysis.

 

$B!J(B4$B!K(BAn Introduction to the Time Series Approach in fMRI Data Analysis

$B!!(BToru Ozaki  (Institute of Statistical mathematics, Tokyo)

$B!!(BWe would like to present a time series approach for the analysis of fMRI data. We have been working on fMRI data analysis since 2000 when Prof. P. Valdes and I visited Prof. N. Sadato in his lab in Fukui Medical School. The most widely used standard method of fMRI data analysis is the SPM method developed by K. Friston and his group (Friston et al. (1995) ) . We think the SPM method does not fully exploit the dynamic information involved in fMRI data. In the present talk, we would like to show how useful spatio-temporal information, such as localization and connectivity, can be extracted from the data using our time series modeling approach with two types of experimental data: one is visual stimulus data from Prof. Sadato$B!G(Bs lab of National Institute of Physiological Sciences, and the other is motor task data from Prof. Kawashima$B!G(Bs lab in NICHe, Tohoku University.

 

$B!J(B5$B!K(BEvaluating effective connectivity: Multivariate time series approach

$B!!(BOkito Yamashita (The graduate university for advanced studies)
Norihiro Sadato (National Institute for Physiological Science)
Tohru Ozaki (Institute of Statistical Mathematics)

$B!!(BIntegration within a distributed system is well understood in terms of 'effective connectivity'. 'Effective connectivity'   is defined as "the influence that one neural system exerts over another" by K. Friston. In order to evaluate effective connectivity, several statistical methods have been suggested : structural equation model (McIntosh and Gonzalez 1994) , regression based analysis (Friston et.al. 1995) and so on. A disadvantage of these methods is that analysts need to prespecify the direction of influence. However this disadvantage can be overcome by causal inference based on multivariate time series approach (Harrison et.al. 2003) . We have suggested an extension of Harrison's method so that both direction and magnitude of effective connectivity can be evaluated. Akaike's relative power contribution is a key tool for evaluation. The result for the data of random dot stimulus will be presented.

Reference:

$B!!(BMcIntosh A.R. and Gonzalez-Lima F. (1994) Structural equation modeling and its application to network analysis in functional brain imaging. Hum. Brain Mapp. 2: 2-22

$B!!(BFriston K. Ungerleider L.G. Jezzard P. and Turner R. (1995) Characterizing modulatory interactions between V1 and V2 in human cortex with fMRI. Hum. Brain Mapp. 2: 211-224

$B!!(BHarrison L. Penny W.D. and Friston K. (2003) Multivariate autoregressive modeling of fMRI time series. NeuroImage 19: 1477-1491

 

$B!J(B6$B!K(BCorrection of residual motion effects using ICA

Takanori Kochiyama (Kagawa University)

$B!!(BIn functional MRI, movement-related effects are extant   as residual motion effects even after perfect realignment (Friston et al. 1996) . As movements of subject's head or tissues are accompanied with task performance, the residual motion effects tend to exhibit the task-correlated features. In such a case, the existing methods, e.g. the voxel-by-voxel ANCOVA including the estimated motion parameters, fail to correct the task-correlated residual motion effects because of the violation of the orthogonality assumption between the task-related effects of interest and the motion-related effects of no interest. To be free from a temporally constraint for univariate time series analysis, we use independent component analysis (ICA). ICA is multivariate statistical technique, which can decompose fMRI data into spatially independent components (ICs) with an associated time course temporal-blindly. ICA could spatially separate neuronal activity-related and residual motion artifactual process into different ICs regardless of the temporal orthogonality among them if they have a mutually different spatial distribution. In this report, we propose the new procedure to automatically remove the task-correlated residual motion effects using ICA. In particular, to characterize the IC that represents the task-related motion effect, we adopt two criteria: (1) task-correlation, and (2) heteroscedasticity. Heteroscedasticity is the change in residual variance for a regression across serial observations, which is most likely to be induced by task-related motion. We demonstrate the efficiency of our proposed method by correcting the simulated data sets contaminated with task-correlated head motions.

 

$B!J(B7$B!K(BHemodynamic, electrophysiological and structural interaction involved in human face processing. Evidence from a combined fMRI-ERP-VBM studyI

Tetsuya Iidaka*, Atsushi Matsumoto*, Junpei Nogawa*, Tomohisa Okada**, Norihiro Sadato**

$B!!(B(*Department of Psychology, Nagoya University, Graduate School of Environmental Studies, Nagoya, Japan, **Department of Cerebral Research, National Institute for Physiological Sciences, Okazaki, Japan)

$B!!(BfMRI and ERP experiments were conducted in the same group of subjects and with an identical task paradigm to investigate the possible interaction of hemodynamic and electrophysiological responses. During the task the subjects judged whether visually presented stimuli were faces or houses. fMRI identified face- and house-related regions in the lateral and medial part of the fusiform gyrus, respectively, while ERP showed significantly greater N170 negativity in the temporo-occipital electrodes for face than for house. These results were consistent with the previous studies, and add evidence that the difference in N170 amplitude between the conditions is associated with a topographic difference in activation in the inferior temporal lobe. Correlation analysis between the BOLD signal and ERP parameter demonstrated that the subjects with a long N170 latency had greater activation in the fusiform gyrus than those with a short latency under the face condition. The magnitude of face- related activation in the fusiform gyrus correlated with the increase of N170 negativity. Furthermore, voxel-based morphometry (VBM) revealed that the grey matter density in the right fusiform gyrus had a positive correlation with the N170 latency for face. The widely distributed correlation between the signal and latency appears to be explained by the fact that the demanding cognitive process for face prolongs N170 latency and increases the signal in the fusiform regions. The present study suggests that an integrative analysis of spatial, temporal, and anatomical information regarding the brain and cognition can be achieved by a combined fMRI-ERP-VBM study.

 

$B!J(B8$B!K(BMRI$B;#A|2;6/EY$NJQ2=$KH<$&D03PLn7lN.H?1~;~4V$N2CNp@-JQ2=(B

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$B!J(B9$B!K(BApplication of MRI movie to kinematic analysis of articulatory and orofacial movements

$B!!(BShinobu Masaki, Yasuhiro Shimada, Ichiro Fujimoto  (ATR Brain Activity Imaging Center)

$B!!(BThe purpose of installation of MRI scanner at ATR Brain activity Imaging Center (BAIC) was to explore not only functional brain imaging but also motor behavioral studies. The focus of this talk is to introduce how an MRI movie technique was established and has been applied for motor behavioral studies, especially in speech production researches. The technique used at BAIC is based on the synchronized sampling method which was originally invented to visualize heart movements. In the original method the gating pulse was generated from electrocardiac signal to synchronize MR scan to cardiac movement. In order to apply the method to observing articulatory movements, the pulses for MRI scanner and tone bursts for a subject were generated using two-channel signal generating software in a personal computer. During a data acquisition experiment, a subject repeats the spoken material so as to synchronize the presented tone bursts. Since the method allows us to reproduce three-dimensional moving images of speech organs, it has been used to accumulate data to investigate human speech production mechanisms. Currently, this technique is being applied to the field of rehabilitation, such as in investigating the mechanisms of pathological speech production and swallowing.

 

$B!J(B10$B!K(BFREQUENCY OF REVERSING CHECKERBOARDS AND THE BOLD SIGNAL IN HUMAN PRIMARY VISUAL CORTEX: A HIGH-RESOLUTION FMRI STUDY

$B!!(BPei Sun, Kenichi Ueno, R. Allen Waggoner, Keiji Tanaka, and Kang Cheng
(Laboratory for Cognitive Brain Mapping, Brain Science Institute, RIKEN)

$B!!(BPrevious PET and fMRI studies have shown that rCBF or BOLD signal in human primary visual cortex (V1) increases with the stimulus rate and peaks at ~8 Hz. To date, most of these studies were conducted using visual patterns with a fixed on-duration and variable intervals, where the averaged luminance was a function of stimulus rate (but see Fox and Raichle,1985). We have performed an fMRI study using white/black checkerboards (7.6$B!k(B in diameter; checker size ~0.8$B!k(B) with contrast reversal frequency of .05, .75, 2, 4, 8 and 16 Hz, but averaged luminance was kept constant across frequencies. For each scan, checkerboards reversed at a randomly selected frequency were presented in blocks alternated with baseline conditions (a homogeneous gray background) . The checkerboards were placed at 225$B!k(B/315$B!k(B orientation (7.6$B!k(B from a central fixation cross) in the left or right lower visual field through a pair of fiber optic glasses. During fMRI scans, the subject detected the color change of fixation cross (eye positions were monitored). Experiments were conducted on a Varian 4T system with a quadrature surface coil and a segmented EPI pulse sequence (8 segments; volume TR, 4.6s; TE, 25ms). Six continuous slices (thickness, 3mm; in-plane resolution, .94x.94mm), parallel to the calcarine sulcus, were prescribed based on V1/V2 borders determined in a separate experiment, and covered the dorsal V1 of the targeted hemisphere.

$B!!(BIn all subjects and across all frequencies, circumscribed activations were observed in expected retinotopic loci within V1. There were no significant differences in activated voxel number and percent BOLD signal change between different frequencies. These results raise the question regarding the stimulus rate dependency, and suggest that at least in V1, at a population level, neurons preferring varied reversing frequencies are distributed roughly equally.

$B!!(BRecently, in a series of high-resolution (in-plane resolution, .75x.75mm) study, it was revealed that whole-field checkerboards of high (15Hz) and low (.75Hz) reversal frequencies preferentially activated spatially segregated patches in V1. These preliminary results indicate that there may exist a distinct functional architecture in V1, where visual information of different temporal frequencies is represented.

 

$B!J(B11$B!K(BContrast adaptation and the BOLD signal in primary visual cortex

J.L. Gardner, P. Sun, R.A. Waggoner, K. Ueno, K. Tanaka, K. Cheng
(Laboratory for Cognitive Brain Mapping, RIKEN Brain Science Institute)

$B!!(BAdaptation of neuronal responses is a ubiquitous property of visual cortical neurons. Adaptation of neuronal responses is thought to underlie the astounding ability of the brain to process sensory stimuli over many orders of magnitude of stimulus strength. Understanding adaptation processes is also critical for the proper interpretation of the BOLD signal because non-linearities of temporal summation of the BOLD signal are thought to be at least partially due to underlying adaptation of neuronal responses and not necessarily due to inherent nonlinearities of the coupling of neuronal responses to hemodynamics. With these motivations in mind, we have used BOLD imaging to examine the contrast-response functions of early visual cortical areas for several contrast adaptation states. We used an event-related paradigm in which we presented a 7.5Hz contrast-reversing checkerboard stimulus at a single contrast (base contrast) . Every 8-12 seconds we would increase or decrease the contrast of the checkerboard for a brief period (3 seconds) . The changes in the BOLD signal in early visual cortical areas to these brief changes in contrast were measured for three different base contrast levels. From these measurements we constructed contrast-response curves for the BOLD signal. We have found evidence that similar to cat primary visual cortex, humans exhibit adaptation of contrast response functions as primarily horizontal shifts of contrast response curves. These horizontal shifts of contrast response curves show that early cortical visual response in humans displays contrast response gain changes with adaptation, a process that is thought to underly an adaptive mechanism allowing the brain to efficiently encode and process stimuli with various average contrast levels.

 

$B!J(B12$B!K5!G=E*8w%H%]%0%i%U%#!<$K$h$kF};y;k3PLn$NH?1~$N7P;~E*JQ2=(B

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$B!J(B13$B!K(BModel-free nonlinear regression analysis in fMRI using an artificial neural network

$B!!(BMasaya Misaki, Satoru Miyauchi
$B!JFHN)9T@/K!?M!!DL?.Am9g8&5f=j!!4X@>@hC<8&5f%;%s%?!

$B!!(BWe developed a new method for analyzing fMRI data using an artificial neural network. In most fMRI studies, searches are made looking for a correlation between certain events/tasks and change in fMRI signal. It is known that change in fMRI signals nonlinearly relates to events. We employed a three-layered back-propagation neural network, given a series of events as inputs and an fMRI signal as an ideal output, for performing a nonlinear regression analysis. Although this method is almost equivalent to the analysis using the Volterra series, it is more flexible and model-free because no assumptions about the shape of kernel function and its order are needed. The method can detect any correlations between events and fMRI signals even when an unknown response mediates those correlations. The example results indicated that our model-free nonlinear regression analysis has advantages of flexibility and detectability, but has also weakness for false positive errors. Thus, this method is not just right for a substitute of other model-based methods like the general linear model, rather it is suitable for a more exploratory analysis such as to detect unknown brain activities or hemodynamic responses which are not a priori expected.

 


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