Sargsyan Armen R, Melkonyan Albert A, Papatheodoropoulos Costas, Mkrtchian Hovhannes H, Kostopoulos George K
Neuronal Systems Mathematical Modelling Laboratory, Orbeli Institute of Physiology, Yerevan, Armenia.
Neural Netw. 2003 Oct;16(8):1161-77. doi: 10.1016/S0893-6080(03)00135-7.
We propose a general computer model of a synapse, which incorporates mechanisms responsible for the realization of both short- and long-term synaptic plasticity-the two forms of experimentally observed plasticity that seem to be very significant for the performance of neuronal networks. The model consists of a presynaptic part based on the earlier 'double barrier synapse' model, and a postsynaptic compartment which is connected to the presynaptic terminal via a feedback, the sign and magnitude of which depend on postsynaptic Ca(2+) concentration. The feedback increases or decreases the amount of neurotransmitter which is in a ready for release state. The model adequately reproduced the phenomena of short- and long-term plasticity observed experimentally in hippocampal slices for CA3-CA1 synapses. The proposed model may be used in the investigation of certain real synapses to estimate their physiological parameters, and in the construction of realistic neuronal networks.
我们提出了一种突触的通用计算机模型,该模型纳入了负责实现短期和长期突触可塑性的机制——这两种通过实验观察到的可塑性形式似乎对神经网络的性能非常重要。该模型由基于早期“双屏障突触”模型的突触前部分和通过反馈与突触前终端相连的突触后隔室组成,反馈的符号和大小取决于突触后Ca(2+)浓度。这种反馈会增加或减少处于准备释放状态的神经递质的量。该模型充分再现了在海马切片中CA3-CA1突触实验观察到的短期和长期可塑性现象。所提出的模型可用于研究某些真实突触以估计其生理参数,以及构建逼真的神经网络。