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关于癫痫单位活动期间峰电位间期变异性的建模。

On modelling the variability of interspike intervals during epileptic unit activity.

作者信息

Pongrácz F, Szente M

出版信息

Biol Cybern. 1981;41(3):165-77. doi: 10.1007/BF00340318.

DOI:10.1007/BF00340318
PMID:7317517
Abstract

In spite of the fact that the participation of well defined ionic particles in generating convulsive unit discharges is established, there is a gap between the data on ionic movements and on first-order statistics of firing patterns. Our aim was to tight this gap by studying the effectiveness of functionally separated electrical conductances of membrane during the generation of consecutive interspike interval histograms (IIHs) of unitary discharges. On account of the non-stationarity of the process curve fitting analysis which based on the simple modifications of the integrate-and-fire model has been implemented in the sequential interspike interval histogram procedure (SIIH). The experimental data were recorded from cat cortex treated with 3-Aminopyridine (3-Ap) by glass microelectrodes during nembutal anesthesia. Assuming the normal distribution of input parameters it is concluded, that the efficiency of the fluctuations of the active spike-generating conductance gg and the passive diffusional conductance gl may increase during the generation of the unimodal IIHs and the first mode of the bimodal IIHs. The simple conductance coupling gl=gg + b may participate in gg activation, moreover, the reciprocally coupled mechanism gg=c/gl may be driven by gl activation (a, b, c are the coupling constants). A temporal separation of processes governed by gg or gl respectively was observed. The time-independent occurrences of the reciprocally coupled conductance processes may be involved in the unit activities represented by the prolonged IIHs and second modes of the bimodal IIHs.

摘要

尽管已确定特定离子颗粒参与产生惊厥性单位放电,但离子运动数据与放电模式的一阶统计数据之间仍存在差距。我们的目的是通过研究在产生单位放电的连续峰间间隔直方图(IIH)期间膜功能分离的电导的有效性来缩小这一差距。由于过程曲线拟合分析的非平稳性,基于积分发放模型的简单修改已在顺序峰间间隔直方图程序(SIIH)中实现。实验数据是在戊巴比妥麻醉期间用玻璃微电极从用3-氨基吡啶(3-Ap)处理的猫皮层记录的。假设输入参数呈正态分布,可以得出结论,在单峰IIH和双峰IIH的第一模式产生期间,活动的峰产生电导gg和被动扩散电导gl的波动效率可能会增加。简单的电导耦合gl = gg + b可能参与gg的激活,此外,相互耦合机制gg = c/gl可能由gl的激活驱动(a、b、c是耦合常数)。观察到分别由gg或gl控制的过程在时间上的分离。相互耦合的电导过程的与时间无关的发生可能参与由延长的IIH和双峰IIH的第二模式表示的单位活动。

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