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EYE MOVEMENT RECORDING AND NONLINEAR DYNAMICS ANALYSIS – THE CASE OF SACCADES

机译:眼睛运动记录和非线性动力学分析 - 扫视的情况

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摘要

Evidence of a chaotic behavioral trend in eye movement dynamics was examined in the case of a saccadic temporal series collected from a healthy human subject. Saccades are highvelocity eye movements of very short duration, their recording being relatively accessible, so that the resulting data series could be studied computationally for understanding the neural processing in a motor system. The aim of this study was to assess the complexity degree in the eye movement dynamics. To do this we analyzed the saccadic temporal series recorded with an infrared camera eye tracker from a healthy human subject in a special experimental arrangement which provides continuous records of eye position, both saccades (eye shifting movements) and fixations (focusing over regions of interest, with rapid, small fluctuations). The semi-quantitative approach used in this paper in studying the eye functioning from the viewpoint of non-linear dynamics was accomplished by some computational tests (power spectrum, portrait in the state space and its fractal dimension, Hurst exponent and largest Lyapunov exponent) derived from chaos theory. A high complexity dynamical trend was found. Lyapunov largest exponent test suggested bi-stability of cellular membrane resting potential during saccadic experiment.
机译:在从健康的人类受试者中收集的眼跳时间序列的情况下,检查了眼动动力学中混沌行为趋势的证据。扫视运动是持续时间很短的高速眼动运动,它们的记录相对容易访问,因此可以对所得的数据序列进行计算研究,以了解电机系统中的神经处理。这项研究的目的是评估眼睛运动动力学的复杂程度。为此,我们以特殊的实验安排分析了用红外摄像机眼动仪记录的来自健康人类受试者的眼跳时间序列,该实验提供了连续的眼球位置记录,包括扫视(眼球移动)和注视(聚焦在感兴趣的区域,且波动很小)。本文通过一些计算测试(功率谱,状态空间中的肖像及其分形维数,Hurst指数和最大Lyapunov指数)完成了从非线性动力学的角度研究眼睛功能的半定量方法。从混沌理论。发现了高复杂度的动态趋势。 Lyapunov最大指数试验表明,在眼跳实验中细胞膜静息电位具有双重稳定性。

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