MEDICAL & BIOLOGICAL ENGINEERING & COMPUTING, cilt.47, ss.435-440, 2009 (SCI-Expanded)
https://link.springer.com/article/10.1007%2Fs11517-009-0450-3
https://pubmed.ncbi.nlm.nih.gov/19205770/
ABSTRACT
In the present study,
well known scale-space filtering (SSF) algorithm is used in combination with a
linear mapping approach (LMA) to obtain clear auditory evoked potential (EP)
waveform. The proposed combination involves two sequential steps: At first, the
EEG noise level is reduced from -5 to 0 dB owing to the LMA based on the
singular-value-decomposition. In the secondary process, the EEG noise remaining
on the projected data is removed by using the SSF. A small number of sweeps are
composed as a raw matrix to project the data without using the ensemble
averaging at the beginning of the proposed method. Then, single sweeps are
individually filtered in wavelet domain by using the SSF in the secondary step.
The experimental results show that the SSF can extract the clear single-sweep
auditory EP waveform where the LMA is used as a primary filtering. As well, the
results indicate that the EP signal and background EEG noise create different
wavelet coefficients due to their different characteristics. However, this
characteristic difference can be considered to distinguish the EP signal and
the EEG noise when the Signal-to-Noise-Ratio is higher than 0 dB.
DISCUSSION AND
CONCLUSION
The
proposed algorithm, combines the LMA and the SSF, is presented to estimate
clear auditory EP waveforms for a case study. Experimental results show that
EEG noise level can be considerably decreased by using the LMA as a primary
application. In other words, the input SNR at about −5 dB is increased to
0 dB at least in the first step of the proposed method. Then, clear EP
waveforms are provided by the SSF, since the WT coefficients corresponding to
the EP signal and the EEG noise becomes distinguishable due to higher SNR
conditions. In summary, the SSF is found to be useful algorithm to filter
out the EEG noise when the input SNR is higher than or equal to 0 dB. In
case of lower SNR conditions, the LMA can be used as a primary process.
As
a future work, the presented approach will be performed for both visual and
somatosensory EPs. In addition, several simulated component variations will be
attempted, as well. Single-trial EP components such as amplitude and latency
may vary depending on some psycho-physiological or neuro-physiological
disorders. Each type of component variation can be considered separately in the
proposed combination. In case of amplitude variations, the rank of the data
matrix does not change due to the fact that all raw sweeps are linearly
dependent. Besides, this is reverse in case of latency variations such that the
rank, i.e. the dimension of the signal subspace is relevant to the number of
linearly independent sweeps.