Graduate Program in Physics and Astronomy, Stony Brook University, Stony Brook, New York, United States of America.
Department of Neurobiology and Behavior, Stony Brook University, Stony Brook, New York, United States of America.
PLoS Comput Biol. 2024 Jul 1;20(7):e1012220. doi: 10.1371/journal.pcbi.1012220. eCollection 2024 Jul.
Evidence for metastable dynamics and its role in brain function is emerging at a fast pace and is changing our understanding of neural coding by putting an emphasis on hidden states of transient activity. Clustered networks of spiking neurons have enhanced synaptic connections among groups of neurons forming structures called cell assemblies; such networks are capable of producing metastable dynamics that is in agreement with many experimental results. However, it is unclear how a clustered network structure producing metastable dynamics may emerge from a fully local plasticity rule, i.e., a plasticity rule where each synapse has only access to the activity of the neurons it connects (as opposed to the activity of other neurons or other synapses). Here, we propose a local plasticity rule producing ongoing metastable dynamics in a deterministic, recurrent network of spiking neurons. The metastable dynamics co-exists with ongoing plasticity and is the consequence of a self-tuning mechanism that keeps the synaptic weights close to the instability line where memories are spontaneously reactivated. In turn, the synaptic structure is stable to ongoing dynamics and random perturbations, yet it remains sufficiently plastic to remap sensory representations to encode new sets of stimuli. Both the plasticity rule and the metastable dynamics scale well with network size, with synaptic stability increasing with the number of neurons. Overall, our results show that it is possible to generate metastable dynamics over meaningful hidden states using a simple but biologically plausible plasticity rule which co-exists with ongoing neural dynamics.
涌现的亚稳动态证据及其在大脑功能中的作用正在迅速改变我们对神经编码的理解,强调了短暂活动的隐藏状态。具有尖峰神经元簇网络的神经元增强了形成称为细胞集合的结构的神经元群体之间的突触连接; 这样的网络能够产生与许多实验结果一致的亚稳动力学。然而,尚不清楚产生亚稳动力学的簇状网络结构如何从完全局部可塑性规则中产生,即每个突触仅访问其连接的神经元的活动的可塑性规则(与其他神经元或其他突触的活动相反)。在这里,我们提出了一种在确定性、递归尖峰神经元网络中产生持续亚稳动力学的局部可塑性规则。亚稳动力学与持续的可塑性并存,是一种自调机制的结果,该机制使突触权重保持在记忆自发重新激活的不稳定性线附近。反过来,突触结构对持续的动力学和随机扰动具有稳定性,但仍然具有足够的可塑性,可以重新映射感觉表示以编码新的刺激集。可塑性规则和亚稳动力学都与网络规模很好地扩展,突触稳定性随神经元数量的增加而增加。总的来说,我们的结果表明,使用与持续神经动力学共存的简单但具有生物学合理性的可塑性规则,可以在有意义的隐藏状态上产生亚稳动力学。