Salcman M
Neurosurgery. 1979 Jan;4(1):75-82. doi: 10.1227/00006123-197901000-00016.
Probability theory asserts the lawfulness of seemingly random events in large populations and seems to be a reasonable approach to a general understanding of the structure and function of the nervous system. The brain, by virtue of the number of its components, the multiplicity of their possible interconnections, and the range and rapidity of their outputs, is almost implausably complex in its over-all design. Probability theory, therefore, is usually applied to (a) descriptions of the behavior of large neuronal populations, (b) statistical analysis of neuronal spike trains, and (c) theoretical models of neuronal interaction. A consideration of each of these subjects is presented, as is a discussion of the most fundamental level of application of the theory to the nervous system: (d) the assertion that the neuron and/or brain is inherently nondeterministic. In practical terms this is shown to be a "nonissue," the uncertainty principle that follows has rather definite philosophical implications.
概率论揭示了大量看似随机事件中的规律性,似乎是全面理解神经系统结构和功能的合理方法。大脑因其组成部分的数量、可能的相互连接的多样性以及输出的范围和速度,在整体设计上几乎复杂得令人难以置信。因此,概率论通常应用于:(a)对大量神经元群体行为的描述;(b)对神经元脉冲序列的统计分析;(c)神经元相互作用的理论模型。本文将对这些主题逐一进行探讨,同时也会讨论该理论在神经系统应用的最基本层面:(d)关于神经元和/或大脑本质上是不确定的这一断言。实际上,这被证明是一个“非问题”,随之而来的不确定性原理具有相当明确的哲学含义。