Abstract
The mammalian brain can be regarded as a huge and complicated dynamical information processing system composed of single units called neurons or nerve cells. The mechanisms of brain function have, traditionally, been elucidated with the aid of single microelectrodes to measure the responses in single neurons. This approach, however, seems to be insufficient for identifying the complex dynamical system as the brain. An optical recording method, on the other hand, has made possible real-time multipoint measurement of the evoked neural activities distributed in the brain. This new recording method can be used to explore new mechanisms responsible for the dynamical neural processing activities of the brain. Such neural activities always exhibit nonlinear and nonstationary characteristics, and so straight forward application of any system identification theory to the neural system is inappropriate. On the other hand, many industrial dynamical systems, which involve nonstationary and nonlinear dynamical phenomena, exquisitely are modeled and controlled by using the extensive linear theory regarding to system identification and control. From this fact, there is a possibility that a linear identification theory such as time series analysis could be used in exploring the functioning of a nonlinear and nonstationary brain.
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References
Akaike, H. and Nakagawa, T. (1972), “Stochastic Analysis and Control of a Dynamical System,” Science-sya (in Japanese)
Akaike, H. (1974), “A new look at the statistical model identification,” IEEE Transactions on Automatic Control, AC-19, 716–723.
De Weer, P. and Salzberg, B. M., (eds.), (1986), “Optical Methods in Cell Physiology,” Wiley-Interscience
Engel, A. K., Konig, P., Kreiter, A. K., Schillen, T. B. and Singer, W. (1992), “Temporal coding in the visual cortex: new vistas on integration in the nervous system,” Trends in Neuroscience, Vol. 15, 218–226.
Hubel, D. H. and Wiesel, T. N. (1965), “Binocular interaction in striate cortex of kitten reared with artificial squint,” J. Neurophysiology, Vol. 28, 1041–1059.
Fukunishi, K. (1977), “Diagnostic analysis of a nuclear power plant using multivariate autoregressive processes,” Nuclear Science and Engineering, Vol. 62, 215–225.
Fukunishi, K., Murai, N. and Uno, H. (1992), “Dynamical characteristics of the auditory cortex of Guinea pig observed with multichannel optical recording,” Biological Cybernetics, Vol. 67, 501–509.
Fukunishi, K., Uno, H. and Murai, N. (1993a), “Spatio-temporal observation of guinea pig auditory cortex with optical recording, Japanese Journal of Physiology, Vol. 43, s 61–66.
Fukunishi, K., Murai, N. and Uno, H. (1993b), “Cortical neural networks revealed by spatio-temporal neural observation and analysis on Guinea pig auditory cortex,” Proceedings of 1993 International Joint Conference on Neural Networks, IJCNN-93-Nagoya, 73–76.
Fukunishi, K. and Murai, N. (1995), “Temporal coding mechanism of Guinea pig auditory cortex as revealed by optical imaging and its pattern time series analysis,” Biological Cybernetics, Vol. 72, 463–473.
Fukunishi, K., Tokioka, R., Miyashita, T. and Murai, N.(1997),”Species-specific vocalization in guinea pig auditory cortex observed by dye optical recording, Acoustic Signal Processing in the Central Auditory System: Syka, J. (ed.),” Plenum Publishing Co., 443–449.
Fukunishi, K., Murai, N. and Tokioka, R.(1998),”On the stochastic neural characteristics of spontaneous activity and evoked response revealed by optical imaging and time series analysis in guinea pig auditory cortex, (to appear).
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© 1999 Springer-Verlag New York, Inc.
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Fukunishi, K. (1999). Information Processing Mechanisms in the Mammalian Brain: Analysis of Spatio-temporal Neural Response in the Auditory Cortex. In: Akaike, H., Kitagawa, G. (eds) The Practice of Time Series Analysis. Statistics for Engineering and Physical Science. Springer, New York, NY. https://doi.org/10.1007/978-1-4612-2162-3_16
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DOI: https://doi.org/10.1007/978-1-4612-2162-3_16
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