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On the recurrence plot analysis method behaviour under scaling transform

机译:缩放变换下递归图分析方法的行为

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In the last decade, the applications of the recurrence plot analysis method make it a valuable alternative to the time-frequency and time-scale tools. As it was initially developed for the study of dynamical systems, and was later used in nonlinear time series analysis, the question of using it as a signal processing tool has not been put into discussion yet. In this field the projective techniques are largely used, with good results. Nevertheless, they also have some limitations — especially regarding transient signal processing. But this kind of signals are ubiquitous in real world. In addition, propagation through various media as well as on multiple paths lead to delayed, attenuated and dilated versions of the original transients. In this paper we study the behaviour of the recurrence plot analysis method in the context of analyzing some finite duration signals being subject to rescalings of the amplitude and time axes. This study is a starting point in employing the analysis of recurrences in investigations of a large class of real world signals.
机译:在过去的十年中,递归图分析方法的应用使其成为时频工具和时标工具的宝贵替代品。由于它最初是为研究动力学系统而开发的,后来又用于非线性时间序列分析中,因此尚未讨论将其用作信号处理工具的问题。在这一领域,投影技术被大量使用,并取得了良好的效果。但是,它们也有一些限制-尤其是在瞬态信号处理方面。但是这种信号在现实世界中无处不在。另外,通过各种介质以及在多条路径上的传播会导致原始瞬变的延迟,衰减和扩张。在本文中,我们在分析一些受幅度和时间轴重新缩放的有限持续时间信号的情况下,研究了递归图分析方法的行为。这项研究是在对大量现实信号进行调查中采用递归分析的起点。

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