模拟设备
计算机科学
计算
模拟乘法器
炸薯条
乘法(音乐)
晶体管
模拟电子学
模拟计算机
模拟信号处理
模拟信号
电子工程
均方误差
光学计算
平方(代数)
计算科学
特征(语言学)
CMOS芯片
半导体器件
计算机工程
计算机硬件
人工智能
平方根
物理系统
算法
逻辑门
模拟图像处理
信号处理
工作(物理)
非常规计算
半导体
作者
Xing-Jian Yangdong,Cong Wang,Yichen Zhao,Zi-Chun Wang,Zaizheng Yang,Zenglin Liu,Wentao Yu,Zhoujie Zeng,Shuang Wang,Wei Wei,Yu Shen,Dehe Kong,Shuo Ding,Xu Wang,Chen Pan,Shi‐Jun Liang,Feng Miao
出处
期刊:Science Advances
[American Association for the Advancement of Science]
日期:2025-09-12
卷期号:11 (37): eady4798-eady4798
被引量:1
标识
DOI:10.1126/sciadv.ady4798
摘要
Analog computing has gained increasing attention for its potential in artificial intelligence hardware. The computation in traditional analog systems relies on use of intrinsic physical quantities (e.g., resistance), which are prone to fluctuations due to environmental changes or repeated programming, leading to compromised precision. Here, we shift the reliance on intrinsic physical quantity of memory devices to geometric ratio of transistors, enabling ultrahigh-precision analog computation. We demonstrate an analog in-memory computing chip based on a standard complementary metal-oxide semiconductor process, achieving the highest precision reported to date. Enhanced by the proposed weight remapping technique, the chip realizes ultrahigh computing accuracy with a root mean square error of only 0.101% across multiple parallel vector-by-matrix multiplication operations. Moreover, our analog in-memory computing chip maintains high precision, with an error of 0.155 and 0.130% under environmental temperatures of -78.5° and 180°C, respectively. This work pushes the boundaries of analog computing precision by leveraging stable geometry feature of devices.
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