用于模式识别的基于子谐波注入锁定忆阻器的振荡器阵列

Yubing Xu, Bo Wang
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引用次数: 0

摘要

振荡神经网络(ONN)是一种很有前途的计算体系结构,可以实时实现模式识别或其他智能应用。新兴的忆阻振荡器作为构建模块提供了很好的选择,相应的相位行为模型可以将仿真速度提高到晶体管级仿真的40倍左右。然而,在基于忆阻器的传统ONN结构中,由于识别后频率失谐导致的相位解锁问题十分突出。存在这样的问题,无法锁定相位偏差,同步后无法连续呈现正确的识别图像。为了解决这一问题,本文提出了一种新的基于亚谐波注入锁定(SHIL)记忆电阻器的自适应网络。使用能量函数可以深入了解我们的方法。在MATLAB和Cadence中进行的仿真显示频率一致,即相位差恒定。在三个典型案例中,识别模式的误差标准差分别降低了80倍、36倍和192倍。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Sub-harmonic Injection Locking Memristor-based Oscillator Arrays Used for Pattern Recognition
Oscillatory neural network (ONN) is a promising computing architecture that can realize pattern recognition or other intellectual applications in real time. Emerging memristor-based oscillator provides a good choice as building block and corresponding phase behavioral model can accelerate simulation for about 40 times comparing to transistor level simulation. However, phase unlocking due to the frequency detuning after recognition is prominent in memristor-based traditional ONN architecture. With such problem, phase deviation cannot be locked and the correct recognized image fails to be continuously presented after synchronization. In this paper, a novel sub-harmonic injection locking (SHIL) memristor-based ONN is proposed to handle this problem. Energy function is used to give a deep insight into our method. Simulation both in MATLAB and Cadence shows a consistent frequency, i.e., constant phase differences. The results of error standard deviation of recognized patterns reduce 80, 36 and 192 times respectively in three representative cases.
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