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感知竞争背后的离散随机过程。

Discrete stochastic process underlying perceptual rivalry.

作者信息

Murata Tsutomu, Matsui Nobuyuki, Miyauchi Satoru, Kakita Yuki, Yanagida Toshio

机构信息

Kansai Advanced Research Center, Communications Research Laboratory, Iwaoka, Kobe-shi, Hyogo 651-2492, Japan.

出版信息

Neuroreport. 2003 Jul 18;14(10):1347-52. doi: 10.1097/01.wnr.0000077553.91466.41.

Abstract

In perceptual rivalry such as ambiguous figure perception and binocular rivalry, the conscious percept spontaneously alternates between two stable interpretations of an unchanging stimulus. It is well known that the time intervals of the perceptual alternation follow a gamma distribution (GD), but its implication for the alternation mechanism has not been clarified. We examined quantitatively GDs fitted to alternation intervals, and found that the shape-determining parameter alpha of the GDs took natural numbers. Because a GD determined by a natural number alpha is mathematically obtained from a discrete stochastic process (Poisson process), our result indicates that such a stochastic process underlies perceptual rivalry and that the alpha-time accumulation of the discrete events causes a perceptual alternation.

摘要

在诸如两可图形感知和双眼竞争等知觉竞争中,有意识的知觉会在对不变刺激的两种稳定解释之间自发交替。众所周知,知觉交替的时间间隔遵循伽马分布(GD),但其对交替机制的影响尚未阐明。我们定量研究了拟合交替间隔的伽马分布,发现伽马分布的形状决定参数α取自然数。由于由自然数α确定的伽马分布在数学上是从离散随机过程(泊松过程)得到的,我们的结果表明,这样的随机过程是知觉竞争的基础,并且离散事件的α时间累积导致了知觉交替。

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