首页> 外文会议>World Multiconference on Systemics, Cybernetics and Informatics >A Unifying Hypothesis for both Pendular and Jerk Waveforms in Infantile Nystagmus Embodied in a Behavioral Ocular Motor System Model
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A Unifying Hypothesis for both Pendular and Jerk Waveforms in Infantile Nystagmus Embodied in a Behavioral Ocular Motor System Model

机译:行为眼电机系统模型中的婴儿眼压仪中的婴儿眼压仪中的单个和混蛋波形的统一假设

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The original behavioral Ocular Motor System (OMS) model for Infantile Nystagmus Syndrome (INS) simulated the responses of individuals with several pendular (P) waveforms based on a hypothesized exacerbation of the normal pursuit-subsystem instability and its interaction with other OMS components. The simulation of jerk (J) waveforms and the easy transition between J and P waveforms were not included in that model. To expand this behavioral model, we intend to incorporate J waveforms with a unifying mechanism for both types of INS waveforms. The transition from a P to a J waveform required that braking saccades become foveating saccades. That simple change produced an alternating-direction J waveform. To convert it into a unidirectional-jerk waveform, the underlying pendular oscillation frequency of the model was varied and the oscillation reset with each foveating saccade. The result was a unidirectional J waveform. The use of a resettable neural integrator in the pursuit pre-motor circuitry enabled the resetting. Other functional blocks within the OMS model were also modified. The fixation subsystem remained responsible for elongating foveation periods in J and P waveforms. The simulations of this robust behavioral OMS model demonstrate that both P and J waveforms can be generated by the same pursuit-system instability; this supports the hypothesis that most INS waveforms are due to a loss of pursuit-system damping. Modeling OMS dysfunction continues to provide valuable insight into the functional structure of the OMS under both normal and pathological conditions.
机译:用于婴儿眼球菌综合征(INS)的原始行为眼电机系统(OMS)模型基于正常追踪 - 子系​​统不稳定性的假设加剧及其与其他OMS组件的相互作用,模拟了各个单个Pendular(P)波形的个体的响应。 Jerk(j)波形和j和p波形之间的易转换的模拟不包括在该模型中。为了展开这种行为模型,我们打算将J波形合并了j波形,以便为两种类型的INS波形进行统一机制。从P到J波形的过渡需要制动扫描成为扫描扫视。简单的变化产生了交流方向j波形。要将其转换为单向 - jerk波形,模型的底层横向振荡频率变化,并且每个FOVEATING SACCADE复位振荡复位。结果是单向J波形。在追踪前电机电路中使用可复位的神经集成器使能重置。还修改了OMS模型内的其他功能块。固定子系统仍然负责J和P波形中的伸长率的植被周期。这种稳健行为OMS模型的模拟表明,P和J波形都可以通过相同的追踪系统不稳定性产生;这支持大多数Ins波形的假设是由于追踪系统阻尼的损失。建模OMS功能障碍继续在正常和病理条件下提供对OMS功能结构的宝贵洞察。

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