基于脑电图标记的数学困难诊断研究

F. Nassehi, Mertcan Özdemir, O. Eroğul
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引用次数: 0

摘要

数学中的数学困难,也被称为计算障碍,是一种学习障碍,它使得理解数字和符号以及进行数学计算变得困难。一般来说,它被称为阅读障碍的数学版本。本研究利用Hjorth参数分析脑电信号在心算任务中的变化,对脑电信号进行多重分形分析。其他特征,如相对功率和统计特性也进行了分析。本研究可为某些心理障碍如算术学习和理解困难、数学困难提供一种替代诊断方法。本研究的目的是为早期精神疾病和数学困难的诊断提供一个简单的测试和特征提取。为此,数据取自同样数量的参与者,他们在数学问题上做得好,也做得不好。我们发现θ波段振幅与α波段振幅之比可以作为研究数学困难的主要特征。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Investigating EEG Based Marker for Diagnosis of Mathematical Difficulties
Mathematical difficulty in mathematics, also known as Dyscalculia, is a learning disability that makes it difficult to comprehend numbers and symbols and to perform mathematical calculations. Generally, it's known as the mathematical version of dyslexia. In this study, Hjorth parameters were used to analyze the change of EEG signals during mental arithmetic task for multifractal analysis of EEG signals. Other features such as relative power and statistical properties were also analyzed. This study may provide an alternative diagnostic method for some psychological disorders such as arithmetic learning and difficulties in understanding, and mathematical difficulties. The aim of the study is to provide a simple test and feature extraction for the diagnosis of mental illnesses and mathematics difficulties at an early age. For this purpose, the data are taken from the same number of participants who do good and bad at math problems. We found that ratio of theta band's amplitudes on alpha band's amplitude could be a main feature to investigate the mathematical difficulties.
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