环形神经元大结构中同步大振荡的系统模型

1998 Fifth IEEE International Workshop on Cellular Neural Networks and their Applications. Proceedings (Cat. No.98TH8359) Pub Date : 1998-04-14 DOI:10.1109/CNNA.1998.685335

S. Kaschenko, V. Mayorov, I. Myshkin

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引用次数: 0

摘要

生物系统中神经元的状态可以用膜电位来描述。我们处理兴奋的突触。在介质的影响下，神经元受体与突触相邻的膜部分产生突触后电位。在我们的模型中，我们通过两个参数来描述突触影响的有效性:其持续时间和功率(突触权重)。我们开发了两个耦合的神经元环系统，实现了波包的同步。人脑中存在这种同步机制的假设是记忆波本质假设的基础。在同步状态下，整个系统信号增强。

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Model of a system synchronizing large oscillations in ring neuronal large structures

The state of a neuron in biological system can be described by membrane potential. We deal with the exciting synapses. Under the mediator influence there arises a post-synaptic potential on that part of the membrane of the neuron-receiver that adjoins the synapse. In our model we characterize the synaptic influence effectiveness by two parameters: its duration and power (synaptic weight). We have developed the system of two coupled neuronal rings that realized synchronization of wave packages. The assumption concerning the existence of such synchronization mechanisms in human brain is a basis in the hypothesis about memory wave nature. Under synchronization the total system signal intensifies.

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1998 Fifth IEEE International Workshop on Cellular Neural Networks and their Applications. Proceedings (Cat. No.98TH8359)

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