论文标题

通过突触可塑性对临界的自组织

Self-organization toward criticality by synaptic plasticity

论文作者

Zeraati, Roxana, Priesemann, Viola, Levina, Anna

论文摘要

已提出自组织的临界性是许多复杂系统(可能在大脑中)出现无尺度动力学的通用机制。尽管在许多不同类型的神经记录中通过实验确定了这种无尺度模式,但其出现的生物学原理仍然未知。利用不同的网络模型并由实验观测激励,提出了突触可塑性,作为将脑动力学朝向临界点的可能机制。在这篇综述中,我们讨论了如何在模型中实施各种在多个时间尺度上运行的各种生物学上合理的可塑性规则,以及它们如何通过修改神经元之间的数字和强度来改变网络的动态状态。其中一些规则有助于稳定关键性,有些规则需要其他机制来防止与临界状态发散。我们建议,能够将网络提高到关键的规则可以通过近临界动态在残疾后持续多长时间进行分类。最后,我们讨论了自组织和批判性在计算中的作用。总体而言,批判性概念有助于阐明大脑功能和自组织,但是活着的神经网络的总体动态似乎不仅利用了计算的关键性,而且还利用了其偏差。

Self-organized criticality has been proposed to be a universal mechanism for the emergence of scale-free dynamics in many complex systems, and possibly in the brain. While such scale-free patterns were identified experimentally in many different types of neural recordings, the biological principles behind their emergence remained unknown. Utilizing different network models and motivated by experimental observations, synaptic plasticity was proposed as a possible mechanism to self-organize brain dynamics towards a critical point. In this review, we discuss how various biologically plausible plasticity rules operating across multiple timescales are implemented in the models and how they alter the network's dynamical state through modification of number and strength of the connections between the neurons. Some of these rules help to stabilize criticality, some need additional mechanisms to prevent divergence from the critical state. We propose that rules that are capable of bringing the network to criticality can be classified by how long the near-critical dynamics persists after their disabling. Finally, we discuss the role of self-organization and criticality in computation. Overall, the concept of criticality helps to shed light on brain function and self-organization, yet the overall dynamics of living neural networks seem to harnesses not only criticality for computation, but also deviations thereof.

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