随机过程
统计物理学
噪音(视频)
杠杆(统计)
随机噪声
计算机科学
随机建模
随机性
电报
随机计算
应用数学
物理
数学
数学模型
确定性系统(哲学)
算法
随机数生成
信号处理
作者
Francesco Maria Puglisi
标识
DOI:10.1142/s0219477525400243
摘要
Lately, random telegraph noise (RTN) has been deemed, via specific mathematical metrics, to be possibly deterministic-chaotic rather than stochastic, with severe implications for applications that leverage the RTN stochastic nature. Yet, this was claimed by analyzing a limited number of RTN traces. Here, we analyze several RTN traces measured in different devices and conditions, mathematically generated traces and traces resulting from advanced simulations of RTN in metal-insulator-metal (MIM) structures. It is shown that the mathematical metrics employed to reveal the deterministic-chaotic nature of RTN are not robust enough to support that claim. Complex RTN is likely to result from inherently stochastic processes embedded in a deterministic multi-body system which could show stochastic chaos, but hardly any determinism.
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