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一种关于反应时间的信息学方法。

An informational approach to reaction times.

作者信息

Norwich K H, Seburn C N, Axelrad E

出版信息

Bull Math Biol. 1989;51(3):347-58. doi: 10.1007/BF02460113.

Abstract

Simple reaction time is the minimum time required to respond to a signal such as a steady light or tone. Such a reaction time is taken to be the time required for transmission of a fixed quantity of information. delta H, from stimulus to subject. That is, information summation replaces energy summation. This information is calculated from consideration of the quantum nature of the stimulus. The theoretically derived equation for reaction time is fitted to experimental data. Piéron's empirical law for reaction time is obtained as an approximation from a proposed informational equation. The exponent in Piéron's law is found to be the same as the exponent in the power law of sensation. Threshold appears to be the smallest stimulus capable of transmitting the quantity of information delta H.

摘要

简单反应时间是对诸如稳定的灯光或音调等信号做出反应所需的最短时间。这样的反应时间被视为从刺激到主体传递固定信息量所需的时间。即,信息总和取代了能量总和。该信息是根据对刺激的量子性质的考虑来计算的。反应时间的理论推导方程与实验数据相拟合。皮埃隆反应时间的经验定律是从一个提出的信息方程近似得出的。发现皮埃隆定律中的指数与感觉幂定律中的指数相同。阈值似乎是能够传递信息量δH的最小刺激。

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