Realization of the Bienenstock-Cooper-Munro rule in a single memristor
TL;DR
This work shows that a CuInP₂S₆ memristor naturally realizes the complete Bienenstock-Cooper-Munro rule, and builds a physical reservoir computing system based on this strategy that exhibits robust, noise-tolerant spatiotemporal processing.
Abstract
Neuromorphic computing aims to build electronic systems that mimic the brain’s remarkable efficiency and adaptability. A key feature of brain is homeostatic plasticity, which stabilizes neural activity; the Bienenstock–Cooper–Munro (BCM) rule accurately describes this by adjusting a neuron’s sensitivity threshold based on past activity. However, implementing the homeostatic rule in synaptic device remains challenging. Here we show that a CuInP₂S₆ memristor naturally realizes the complete BCM rule. We reveal that the device’s intrinsic junction capacitance generates reverse spikes that cause spike-rate-dependent conductance depression, combining with second-order ionic dynamics to replicate key BCM features. Through simulations, we demonstrate that adding a similar capacitance can universally enable this behavior in conventional memristors. Finally, we build a physical reservoir computing system based on this strategy that exhibits robust, noise-tolerant spatiotemporal processing. This work provides a viable path for deploying adaptive homeostatic plasticity in hardware, enhancing the reliability of neuromorphic systems. Neuromorphic computing leverages emerging devices to emulate brain learning mechanisms. Huang et al. report a memristor with a junction capacitor that generates reverse voltage spikes during pulse stimulation to realize homeostatic synaptic plasticity, with efficacy validated through spatiotemporal information processing.