IEEE Trans Neural Syst Rehabil Eng. 2020 Mar;28(3):561-572. doi: 10.1109/TNSRE.2020.2968579. Epub 2020 Jan 22.
Among the Steady-state visual evoked potential (SSVEP)-based brain-computer interfaces (BCIs), the phase-tagged SSVEP (p-SSVEP) has been proved a reliable paradigm to extend the number of available targets, especially for high-frequency SSVEP-based BCIs. However, the recognition efficiency of the high-frequency p-SSVEP still remains relatively low. A longer data segment may achieve a higher classification accuracy, but the time consumption of computation leads to the decrease of information transfer rate. This paper presents a recursive Bayesian-based approach to improve the high-frequency p-SSVEP classification efficiency. In each signal processing period, the classification result is generated by the current scores, the condition probability and a recursive prior probability (dynamic prior probability). The experiment displays the SSVEP stimuli with 20 Hz and 30 Hz respectively, and each frequency contains six phases. This paper compared three classification approaches and the recursive Bayesian-based approach could obtain the highest classification accuracy and practical bit rate under the same data length. The mean accuracy and practical bit rate were 89.7% and 37.8 bits/min with 20Hz, and 89.0% and 36.5 bits/min with 30Hz, respectively Furthermore, the recursive Bayesian-based approach could reduce the individual differences among different subjects. Therefore, the recursive Bayesian-based approach can lead to high classification efficiency in high-frequency p-SSVEP.
在基于稳态视觉诱发电位 (SSVEP) 的脑机接口 (BCI) 中,相位标记 SSVEP (p-SSVEP) 已被证明是一种可靠的范式,可以扩展可用目标的数量,特别是对于高频 SSVEP 为基础的 BCI。然而,高频 p-SSVEP 的识别效率仍然相对较低。更长的数据段可以实现更高的分类准确性,但计算的时间消耗会导致信息传输率降低。本文提出了一种基于递归贝叶斯的方法来提高高频 p-SSVEP 的分类效率。在每个信号处理周期中,分类结果由当前得分、条件概率和递归先验概率(动态先验概率)生成。实验分别显示了 20Hz 和 30Hz 的 SSVEP 刺激,每个频率包含六个相位。本文比较了三种分类方法,在相同的数据长度下,基于递归贝叶斯的方法可以获得最高的分类准确性和实用比特率。20Hz 时平均准确率和实用比特率分别为 89.7%和 37.8 位/分钟,30Hz 时分别为 89.0%和 36.5 位/分钟。此外,基于递归贝叶斯的方法可以减少不同个体之间的个体差异。因此,基于递归贝叶斯的方法可以在高频 p-SSVEP 中实现高分类效率。