矩形组合图形的离散度与传信绩效的关系

心理学报 ›› 1995, Vol. 27 ›› Issue (1): 21-27. cstr: 32110.14.1995.00021

矩形组合图形的离散度与传信绩效的关系

曹立人;朱祖祥;陆兴海

杭州大学心理系

发布日期:1995-03-25 出版日期:1995-03-25

THE RELATIONSHIP BETWEEN THE DISPERSION OF METRIC FIGURES AND THE INFORMATION TRANSFER EFFICIENCY

Cao Liren;Zhu Zuxiang;Lu Xinghai(Department of Psychology, Hangzhou University)

Online:1995-03-25 Published:1995-03-25

摘要/Abstract

摘要： 用实验方法研究了图形离散度与图形信号传信绩效的关系。实验的自变量为图形的离散度参数，取值范围为０．３－０．７。应变量为通道容量。实验的刺激信号为２５个矩形组合图形。结果表明，矩形组合图形的离散度与传信绩效的关系为一种非线性函数关系。离散度适中（０．５左右）的图形信号传信绩效较高，增大或减小图形的离散度均不利于信息的有效传递。

关键词: 离散度, 通道容量, 传信绩效

Abstract: Abstract An experiment was conducted to investigate the relationship between the dispersion of figures and information transfer efficiency. The experimentalvariable was the dispersion of figures, which ranged from 0.3 to 0.7. The dependent variable was the channel capacity. The results showed the relationship between the dispersion of matric figures and the information trasfer efficiency approched to a nonlinear function.The figures with middle dispersion (about 0.5)had high information transfer efficiency.Either increasing or decreasing the dispersion caused the decrease of efficiency.

Key words: NULL

曹立人,朱祖祥,陆兴海. (1995). 矩形组合图形的离散度与传信绩效的关系. 心理学报, 27(1), 21-27.

Cao Liren,Zhu Zuxiang,Lu Xinghai(Department of Psychology, Hangzhou University). (1995). THE RELATIONSHIP BETWEEN THE DISPERSION OF METRIC FIGURES AND THE INFORMATION TRANSFER EFFICIENCY. , 27(1), 21-27.

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