Department of Physiology and Biophysics, University of Colorado, Anschutz Medical Campus, United States.
Department of Physiology and Biophysics, University of Colorado, Anschutz Medical Campus, United States; Learning in Machines and Brains Program, Canadian Institute For Advanced Research, Canada.
Neural Netw. 2018 Oct;106:30-41. doi: 10.1016/j.neunet.2018.06.008. Epub 2018 Jun 20.
Working memory requires information about external stimuli to be represented in the brain even after those stimuli go away. This information is encoded in the activities of neurons, and neural activities change over timescales of tens of milliseconds. Information in working memory, however, is retained for tens of seconds, suggesting the question of how time-varying neural activities maintain stable representations. Prior work shows that, if the neural dynamics are in the 'null space' of the representation - so that changes to neural activity do not affect the downstream read-out of stimulus information - then information can be retained for periods much longer than the time-scale of individual-neuronal activities. The prior work, however, requires precisely constructed synaptic connectivity matrices, without explaining how this would arise in a biological neural network. To identify mechanisms through which biological networks can self-organize to learn memory function, we derived biologically plausible synaptic plasticity rules that dynamically modify the connectivity matrix to enable information storing. Networks implementing this plasticity rule can successfully learn to form memory representations even if only 10% of the synapses are plastic, they are robust to synaptic noise, and they can represent information about multiple stimuli.
工作记忆需要将外部刺激的信息在刺激消失后仍保留在大脑中。这些信息被编码在神经元的活动中,而神经活动在数十毫秒的时间尺度上发生变化。然而,工作记忆中的信息可以保留数十秒,这就提出了一个问题,即时间变化的神经活动如何保持稳定的表示。先前的工作表明,如果神经动力学处于表示的“零空间”中-也就是说,神经活动的变化不会影响刺激信息的下游读取-那么信息可以保留的时间远远长于单个神经元活动的时间尺度。然而,之前的工作需要精确构建的突触连接矩阵,而没有解释在生物神经网络中如何产生这种矩阵。为了确定生物网络如何通过自组织来学习记忆功能的机制,我们推导出了具有生物学合理性的突触可塑性规则,这些规则可以动态地修改连接矩阵以实现信息存储。实现这种可塑性规则的网络可以成功地学习形成记忆表示,即使只有 10%的突触具有可塑性,它们对突触噪声具有鲁棒性,并且可以表示关于多个刺激的信息。