Nejat Hamed, Sherfey Jason, Bastos André M
Department of Psychology, Vanderbilt University, Nashville, TN, USA.
Department of Psychological and Brain Sciences, Boston University, Boston, MA, USA.
bioRxiv. 2025 Feb 4:2024.12.31.630823. doi: 10.1101/2024.12.31.630823.
Neurophysiology studies propose that predictive coding is implemented via alpha/beta (8-30 Hz) rhythms preparing specific pathways to process predicted inputs. This leads to a state of relative inhibition, reducing feedforward gamma (40-90 Hz) rhythms and spiking for predictable inputs. This is called predictive routing model. It is unclear which circuit mechanisms implement this push-pull interaction between alpha/beta and gamma rhythms. To explore how predictive routing is implemented, we developed a self-supervised learning algorithm we call generalized Stochastic Delta Rule (gSDR). Development of this algorithm was necessary because manual tuning of parameters (frequently used in computational modeling) is inefficient to search through a non-linear parameter space that leads to emergence of neuronal rhythms. We used gSDR to train biophysical neural circuits and validated the algorithm on simple objectives. Then we applied gSDR to model observed neurophysiology. We asked the model to reproduce a shift from baseline oscillatory dynamics (<20Hz) to stimulus induced gamma (40-90Hz) dynamics recorded in the macaque visual cortex. This gamma oscillation during stimulation emerged by self-modulation of synaptic weights via gSDR. We further showed that the gamma-beta push-pull interactions implied by predictive routing could emerge via stochastic modulation of the local circuitry as well as top-down modulatory inputs to a network. To summarize, gSDR succeeded in training biophysical neural circuits to satisfy a series of neuronal objectives. This revealed the inhibitory neuron mechanisms underlying the gamma-beta push-pull dynamics that are observed during predictive processing tasks in systems and cognitive neuroscience.
神经生理学研究表明,预测编码是通过α/β(8 - 30赫兹)节律来实现的,这些节律会准备特定的通路来处理预测输入。这会导致一种相对抑制状态,减少前馈γ(40 - 90赫兹)节律以及对可预测输入的尖峰放电。这被称为预测路由模型。目前尚不清楚是哪些电路机制在α/β和γ节律之间实现了这种推挽式相互作用。为了探究预测路由是如何实现的,我们开发了一种自监督学习算法,我们称之为广义随机增量规则(gSDR)。开发这种算法是必要的,因为手动调整参数(在计算建模中经常使用)在搜索导致神经元节律出现的非线性参数空间时效率低下。我们使用gSDR来训练生物物理神经回路,并在简单目标上验证了该算法。然后我们将gSDR应用于对观察到的神经生理学进行建模。我们要求模型重现从基线振荡动力学(约<20赫兹)到猕猴视觉皮层中记录的刺激诱导γ(约40 - 90赫兹)动力学的转变。这种刺激期间的γ振荡是通过gSDR对突触权重的自调制而出现的。我们进一步表明,预测路由所暗示的γ - β推挽式相互作用可以通过局部电路的随机调制以及网络的自上而下调制输入而出现。总之,gSDR成功地训练了生物物理神经回路以满足一系列神经元目标。这揭示了在系统和认知神经科学的预测处理任务中观察到的γ - β推挽动力学背后的抑制性神经元机制。