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Epileptic transitions: model predictions and experimental validation.

机译:癫痫过渡:模型预测和实验验证。

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The essence of epilepsy is that a patient displays (long) periods of normal EEG activity (i.e., nonepileptiform) intermingled occasionally with epileptiform paroxysmal activity. The mechanisms of transition between these two types of activity are not well understood. To provide more insight into the dynamics of the neuronal networks leading to seizure generation, the authors developed a computational model of thalamocortical circuits based on relevant patho(physiologic) data. The model exhibits bistability, i.e., it features two operational states, ictal and interictal, that coexist. The transitions between these two states occur according to a Poisson process. An alternative scenario for transitions can be a random walk of network parameters that ultimately leads to a paroxysmal discharge. Predictions of bistable computational model with experimental results from different types of epilepsy are compared.
机译:癫痫症的实质是患者表现出(长时间)正常的脑电图活动(即非脂链状),偶尔与癫痫状发作有关。这两种类型的活动之间的过渡机制尚不十分清楚。为了提供更多有关导致癫痫发作的神经元网络动力学的见解,作者基于相关的病理(生理)数据开发了丘脑皮质回路的计算模型。该模型显示出双稳态,即,它具有两个共存的操作状态,即ictal和interictal。这两个状态之间的转换是根据泊松过程发生的。过渡的替代方案可以是网络参数的随机游动,最终导致阵发性放电。比较了双稳态计算模型与不同类型癫痫的实验结果的预测。

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