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逻辑运算 是 可兴奋树突棘之间计算机模拟相互作用的属性。

Logic operations are properties of computer-simulated interactions between excitable dendritic spines.

作者信息

Shepherd G M, Brayton R K

出版信息

Neuroscience. 1987 Apr;21(1):151-65. doi: 10.1016/0306-4522(87)90329-0.

Abstract

Neurons in the central nervous system of mammals and many other species receive most of their synaptic inputs in their dendritic branches and spines, but the precise manner in which this information is processed in the dendrites is not understood. In order to gain insight into these mechanisms, simulations of interactions between distal dendritic spines with an excitable membrane have been carried out, using an electrical circuit analysis program for the compartmental representation of a dendrite and several spines. Interactions between responses to single and paired excitatory and inhibitory synaptic inputs have been analyzed. Basic logic operations, including AND gates, OR gates and AND-NOT gates, arise from these interactions. The results suggest the computational power and precision of excitable spines in distal branches of neuronal dendrites, especially those of pyramidal neurons in the cerebral cortex. The applicability to information processing in distal dendrites is discussed.

摘要

哺乳动物和许多其他物种的中枢神经系统中的神经元,其大部分突触输入都接收自树突分支和棘突,但目前尚不清楚这些信息在树突中的确切处理方式。为了深入了解这些机制,研究人员使用了一个用于对树突和多个棘突进行分区表示的电路分析程序,对具有可兴奋膜的远端树突棘之间的相互作用进行了模拟。分析了对单个和成对兴奋性及抑制性突触输入的反应之间的相互作用。包括与门、或门和与非门在内的基本逻辑运算,都源自这些相互作用。结果表明,神经元树突远端分支,尤其是大脑皮层中锥体神经元的可兴奋棘突,具有计算能力和精确性。文中还讨论了其在远端树突信息处理中的适用性。

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