基于峰值速度的神经脉冲连续注视预测的卡尔曼滤波形式眼动植物数学模型

IF 3.4 3区 计算机科学 Q2 COMPUTER SCIENCE, INFORMATION SYSTEMS
Dmytro Katrychuk;Dillon J. Lohr;Oleg V. Komogortsev
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引用次数: 0

摘要

眼动植物数学模型(OPMM)利用人类视觉系统的物理和神经特性来定义其动态特性。它在现代眼动追踪管道中最突出的应用之一是通过眼动预测来减少延迟。然而,这个用例只在最初为扫视模拟设计的opmm中进行了探索。这种模型通常依赖于从预期的眼跳幅度估计神经脉冲控制——只有在眼跳已经结束后才能完全观察到这一特性,这极大地限制了模型的预测能力。我们提出了第一个考虑到预测任务的OPMM。我们从“峰值速度-振幅”的主序列关系中得到启发,提出了用眼跳的峰值速度估计神经脉冲。我们进一步扩展了之前的工作,在迄今为止最大的322名受试者中,根据幼稚零位移基线和长短期记忆(LSTM)神经网络评估了所提出的模型。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Oculomotor Plant Mathematical Model in Kalman Filter Form With Peak Velocity-Based Neural Pulse for Continuous Gaze Prediction
An oculomotor plant mathematical model (OPMM) employs physical and neurological characteristics of human visual system to define its dynamics. One of its most prominent applications in modern eye-tracking pipelines was hypothesized to be latency reduction via the means of eye movement prediction. However, this use case was only explored with OPMMs originally designed for saccade simulation. Such models typically relied on the neural pulse control being estimated from intended saccade amplitude - a property that becomes fully observed only after a saccade already ended, which greatly limits the model’s prediction capabilities. We present the first OPMM designed with the prediction task in mind. We draw our inspiration from a “peak velocity - amplitude” main sequence relationship and propose to use saccade’s peak velocity for neural pulse estimation. We additionally extend the prior work by evaluating the proposed model on the largest to date pool of 322 subjects against the naive zero displacement baseline and a long short-term memory (LSTM) neural network.
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来源期刊
IEEE Access
IEEE Access COMPUTER SCIENCE, INFORMATION SYSTEMSENGIN-ENGINEERING, ELECTRICAL & ELECTRONIC
CiteScore
9.80
自引率
7.70%
发文量
6673
审稿时长
6 weeks
期刊介绍: IEEE Access® is a multidisciplinary, open access (OA), applications-oriented, all-electronic archival journal that continuously presents the results of original research or development across all of IEEE''s fields of interest. IEEE Access will publish articles that are of high interest to readers, original, technically correct, and clearly presented. Supported by author publication charges (APC), its hallmarks are a rapid peer review and publication process with open access to all readers. Unlike IEEE''s traditional Transactions or Journals, reviews are "binary", in that reviewers will either Accept or Reject an article in the form it is submitted in order to achieve rapid turnaround. Especially encouraged are submissions on: Multidisciplinary topics, or applications-oriented articles and negative results that do not fit within the scope of IEEE''s traditional journals. Practical articles discussing new experiments or measurement techniques, interesting solutions to engineering. Development of new or improved fabrication or manufacturing techniques. Reviews or survey articles of new or evolving fields oriented to assist others in understanding the new area.
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