White-noise analysis in neurophysiology.
White-noise analysis in neurophysiology.
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DOI:
10.1152/physrev.1992.72.2.491
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发表时间:
1992-04
影响因子:
33.6
通讯作者:
H. Sakai
中科院分区:
文献类型:
--
作者:
H. Sakai
Physiology is the study of input-output relationships. White-noise analysis applied to neurophysiology is a specific case in which the input is Gaussian white noise and the input-output relationship is described by a series of Wiener kernels. Although the analysis is known by the name of Nobert Wiener (68), the idea of functional identification dates back to Frechet (11) and Volterra (64). Wiener’s contribution was to combine the idea of functional identification with stimulation by a Gaussian white-noise signal, one of many stochastic processes (68).Gaussian white noise is a formal derivative of fundamental chaos or Brownian motion discovered by botanist Robert Brown in 1827. It was Wiener (67) who gave a mathematical foundation to the “chaos” and proposed the use of a Gaussian white-noise signal to test a system because it had I) a flat spectrum,. z) independent values at each moment, and obviously 3) a Gaussian or normal distribution. A white-noise signal is a continuous analogue of a set of independent and identically distributed random variables with maximum entropy. White-noise analysis, therefore, has a deeply rooted mathematical background, and some notions in the theory are still currently the subjects of mathematical studies (17). The first application of white-noise analysis in physiology was made by Sandberg and Stark (56) in a study of human pupillary reflexes. In the early 197Os, Marmarelis and Naka (28) began analyzing neuron networks of the vertebrate retina by developing the whitenoise technique. Since then, white-noise analysis has been used increasingly in studies of various physiological systems and problems. In the first part of this re-