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An intuitive muscle-computer interface using ultrasound sensing and Markovian state transitions

机译:使用超声感应和马尔可夫状态转换的直观肌肉计算机界面

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In recent work regarding gesture recognition and muscle computer interfaces, ultrasound-based sensing strategies have been demonstrated as a viable alternative to the pervasive surface electromyography (sEMG) modality. However, in order to facilitate switching between available gestures, both sEMG and ultrasound-based strategies have traditionally relied on unintuitive control mechanisms. The most common among these are: requiring the users to return to rest as an intermediary state between motions; mode switching through co-contraction or other ad-hoc user input; and switching based on muscle activations that are functionally unrelated to the desired motion. The unintuitive nature of such control has historically led to increased user frustration, and is often cited a major reason for device abandonment in the prosthetic control setting. In this work, we propose using an approach inspired by Hidden Markov Models (HMMs) with a novel continuous gesture recognition mechanism, for ultrasound-based sensing. We empirically calculate the average classification accuracy of our novel method during non-transitionary periods to be 99%. We then demonstrate that including predictions made during transition periods reduces this value to 69% Finally, by encoding the temporal dependency of the system within a Hidden Markov Model framework, we show that we can reduce the error caused by the instability of predictions during transitions, measured as the normalized Levenshtein distance from the true ordering, by approximately 98.8%.
机译:在有关手势识别和肌肉计算机界面的最新工作中,基于超声的传感策略已被证明是普及的表面肌电图(sEMG)方式的可行替代方案。但是,为了促进可用手势之间的切换,sEMG和基于超声的策略传统上都依赖于非直观的控制机制。其中最常见的是:要求用户以运动之间的中间状态休息。通过共同收缩或其他临时用户输入进行模式切换;并根据功能上与所需运动无关的肌肉激活进行切换。从历史上看,这种控制方式的直觉性导致用户沮丧感增加,并且经常被认为是假体控制装置中放弃器械的主要原因。在这项工作中,我们建议使用一种基于隐马尔可夫模型(HMM)的方法,该方法具有新颖的连续手势识别机制,用于基于超声的感测。根据经验,我们的新方法在非过渡时期的平均分类精度为99%。然后,我们证明包括在过渡期间进行的预测可以将该值降低到69%。最后,通过在隐马尔可夫模型框架内对系统的时间依赖性进行编码,我们可以减少过渡期间由预测的不稳定性引起的误差,按从真实顺序归一化的Levenshtein距离测量,大约为98.8%。

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