Memristive Architectures Exploiting Self-Compliance Multilevel Implementation on 1 kb Crossbar Arrays for Online and Offline Learning Neuromorphic Applications

This paper suggests the practical implications of utilizing a high-density crossbar array with self-compliance (SC) at the conductive filament (CF) formation stage. By limiting the excessive growth of CF, SC functions enable the operation of a crossbar array without access transistors. An AlO<sub><i>x</i></sub>/TiO<sub><i>y</i></sub>, internal overshoot limitation structure, allows the SC to have resistive random-access memory. In addition, an overshoot-limited memristor crossbar array makes it possible to implement vector-matrix multiplication (VMM) capability in neuromorphic systems. Furthermore, AlO<sub><i>x</i></sub>/TiO<sub><i>y</i></sub> structure optimization was conducted to reduce overshoot and operation current, verifying uniform bipolar resistive switching behavior and analog switching properties. Additionally, extensive electric pulse stimuli are confirmed, evaluating long-term potentiation (LTP), long-term depression (LTD), and other forms of synaptic plasticity. We found that LTP and LTD characteristics for training an online learning neural network enable MNIST classification accuracies of 92.36%. The SC mode quantized multilevel in offline learning neural networks achieved 95.87%. Finally, the 32 × 32 crossbar array demonstrated spiking neural network-based VMM operations to classify the MNIST image. Consequently, weight programming errors make only a 1.2% point of accuracy drop to software-based neural networks.

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Publication Details

Journal
ACS Nano
Published
2024-08-21
DOI
https://doi.org/10.1021/acsnano.4c06942
Citations
36
Primary Topic
Advanced Memory and Neural Computing
Type
article
Field-Weighted Citation Impact
7.51

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article

Memristive Architectures Exploiting Self-Compliance Multilevel Implementation on 1 kb Crossbar Arrays for Online and Offline Learning Neuromorphic Applications

Woo Young Choi, Hyojin So, Kyungchul Park, Sungjun Kim et al.
36 citations
ACS Nano
Advanced Memory and Neural Computing
7.51
article

Memristive Architectures Exploiting Self-Compliance Multilevel Implementation on 1 kb Crossbar Arrays for Online and Offline Learning Neuromorphic Applications

Woo Young Choi, Hyojin So, Kyungchul Park, Sungjun Kim, Hyungjin Kim, Sungjoon Kim, Hyeonseung Ji
article en
36 citations

Abstract

This paper suggests the practical implications of utilizing a high-density crossbar array with self-compliance (SC) at the conductive filament (CF) formation stage. By limiting the excessive growth of CF, SC functions enable the operation of a crossbar array without access transistors. An AlO<sub><i>x</i></sub>/TiO<sub><i>y</i></sub>, internal overshoot limitation structure, allows the SC to have resistive random-access memory. In addition, an overshoot-limited memristor crossbar array makes it possible to implement vector-matrix multiplication (VMM) capability in neuromorphic systems. Furthermore, AlO<sub><i>x</i></sub>/TiO<sub><i>y</i></sub> structure optimization was conducted to reduce overshoot and operation current, verifying uniform bipolar resistive switching behavior and analog switching properties. Additionally, extensive electric pulse stimuli are confirmed, evaluating long-term potentiation (LTP), long-term depression (LTD), and other forms of synaptic plasticity. We found that LTP and LTD characteristics for training an online learning neural network enable MNIST classification accuracies of 92.36%. The SC mode quantized multilevel in offline learning neural networks achieved 95.87%. Finally, the 32 × 32 crossbar array demonstrated spiking neural network-based VMM operations to classify the MNIST image. Consequently, weight programming errors make only a 1.2% point of accuracy drop to software-based neural networks.

ACS NanoVol. 18(36)
Seoul National University (KR), Korea University (KR), Dongguk University (KR), Hanyang University (KR)
National Research Foundation of Korea
Openalex Percentile: Top 2%
Advanced Memory and Neural Computing
7.51
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