A Sc2C2@C88 cluster based ultra-compact multi-level probabilistic bit for matrix multiplication
Haoran Qi, Guohao Xi, Yuan-Biao Zhou, Xinrong Liu, Yifu Mao, Jian Yang, Jun Chen, Kuojuei Hu, Weiwei Gao, Shuai Zhang, Xiaoqin Gao, Jianguo Wan, Da-Wei Zhou, Junhong An, Xuefeng Wang, De-Chuan Zhan, Minhao Zhang, Cong Wang, Wei ji, Yuan-Zhi Tan, Su-Yuan Xie, Fengqi Song

TL;DR
This paper demonstrates a novel ultra-compact probabilistic bit based on Sc2C2@C88 clusters, capable of multistate control and matrix multiplication, advancing the development of dense, probabilistic electronic devices.
Contribution
It introduces a new multi-level probabilistic bit utilizing stochastic conductance states in Sc2C2@C88, enabling matrix operations and high-quality randomness in a compact form.
Findings
Successfully generated high-quality random bits with autocorrelation within .02
Achieved matrix multiplication of two 4x4 matrices with error < 0.05
Controlled conductance state alterations from 0 to 1, enabling matrix operations
Abstract
Information units are progressively approaching the fundamental physical limits of the integration density, including in terms of extremely small sizes, multistates and probabilistic traversal. However, simultaneously encompassing all of these characteristics in a unit remains elusive. Here, via real-time in situ electrical monitoring, we clearly observed stochastic alterations of multiple conductance states in Sc2C2@C88. The true random bit sequence generated exhibited an autocorrelation function whose confidence interval fell within \pm 0.02, demonstrating high-quality randomness. The alterations of multiple conductance states are controllable, that is, whose probability distributions could traverse from 0 to 1, enabling us to factorize 551 into its prime factors. Furthermore, we proposed a matrix-chain multiplication scheme and experimentally verified the multiplication of two 4…
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