| Literature DB >> 35096136 |
Milind Natu1, Mrinal Bachute2, Shilpa Gite3,4, Ketan Kotecha3,4, Ankit Vidyarthi5.
Abstract
Epileptic seizures occur due to brain abnormalities that can indirectly affect patient's health. It occurs abruptly without any symptoms and thus increases the mortality rate of humans. Almost 1% of world's population suffers from epileptic seizures. Prediction of seizures before the beginning of onset is beneficial for preventing seizures by medication. Nowadays, modern computational tools, machine learning, and deep learning methods have been used to predict seizures using EEG. However, EEG signals may get corrupted with background noise, and artifacts such as eye blinks and physical movements of muscles may lead to "pops" in the signal, resulting in electrical interference, which is cumbersome to detect through visual inspection for longer duration recordings. These limitations in automatic detection of interictal spikes and epileptic seizures are preferred, which is an essential tool for examining and scrutinizing the EEG recording more precisely. These restrictions bring our attention to present a review of automated schemes that will help neurologists categorize epileptic and nonepileptic signals. While preparing this review paper, it is observed that feature selection and classification are the main challenges in epilepsy prediction algorithms. This paper presents various techniques depending on various features and classifiers over the last few years. The methods presented will give a detailed understanding and ideas about seizure prediction and future research directions.Entities:
Mesh:
Year: 2022 PMID: 35096136 PMCID: PMC8794701 DOI: 10.1155/2022/7751263
Source DB: PubMed Journal: Comput Math Methods Med ISSN: 1748-670X Impact factor: 2.238
Figure 1EEG acquisition and analysis process.
Review of existing surveys.
| Author | Features | Dataset | Classifier | Performance |
|---|---|---|---|---|
| Rezvan [ | Used maximum, minimum, standard deviation, and mean as evaluation parameters | Bonn | Multilayer perceptron | 98.33 |
| Sabrina et al. [ | Intrinsic mode functions, Euclidean distance, Bhattacharya distance | CHB-MIT | PHA–unsupervised | 98.84 |
| Orellana et al. [ | PCA, STF, moving maximum | CHB-MIT | Random forest | 97.12 |
| Datta Prasad et al. [ | Incorporated Hilbert transform | Bonn | ANN | 96 |
| Birjandtalab et al. [ | Spectral power estimation is used | CHB-MIT | Random forest + KNN | 80.87 |
| Mursalin et al. [ | DWT and entropy methods are used | Bonn | Random forest | 98.45 |
| Raghu and Sriram [ | 28-statistical features | Bern-Barcelona | Random forest, SVM, KNN and Ada-boost | 97.6 to 98.8 |
| Subasi et al. [ | Simple DWT is used for feature extraction | Bonn | SVM | 98.83 |
| Al Gahyab et al. [ | Uses simple FFT-DWT for feature extraction | Bonn | LS-SVM | 99 |
| Chen. S. et al. [ | Multiple types of entropies, spectral power | Bonn | LS-SVM | 99.4 |
| Tzimoutra et al. [ | Use of DWT for feature extraction | Bonn and Freiburg | Random forest | 99.74 |
| Wang et al. [ | STFT, mean, energy, and standard deviation | Bonn | Random forest | 96.7 |
| Fasil and Rajesh [ | Total energy and power of the signal is used to estimate the seizures | Bonn and Barcelona | SVM | 99.5 |
| Andrzejak et al. [ | Nonlinear deterministic dynamics | Real-time data | Random forest | 98 |
| Wu et al. [ | HFO stacked denoising frequency autoencoder (SDAE) | CRCNS | SWAF-ABSVM | 92.4% |
| Dedeo et al. [ | Common frequency extremes (CFE) | CHB-MIT | Thresholding | — |
Figure 2Technology evolution flow.
Figure 3MLP-based seizure predictor model.
Figure 4Flow of work.
Figure 5Epilepsy prediction steps.
Figure 6Block diagram of the detection system.
Figure 7Feature classification based on channel selection.
Figure 8Block diagram.
Figure 9Flow diagram of a method.
Figure 10Seizure prediction architecture.
Figure 11Wavelet decomposition of an input signal.
Figure 12Framework of implementation.
Figure 13Frequency of datasets used.
Figure 14Seizure detection mechanism.
Most prominent features that are used for EEG seizure detection.
| Method used | Features extracted |
|---|---|
| Analysis in time | Mean, skewness, kurtosis, entropy, median, mode, entropy, fuzzy entropy, Hurst exponent, variance, max, min, zero crossings, line length, energy, power, Shannon entropy, sample entropy, approximate, and standard deviation |
| Analysis in frequency | Spectral energy, peak frequency, median frequency, spectral power, and spectral entropy |
| Time/frequency combination | Line length, min, max, standard deviation, energy, median, Shannon entropy, approximate entropy, and root mean square |
| Wavelet analysis | Variation, bounded variation, relative power, relative scale energy, coefficients, energy, entropy, relatively bounded, variance, and standard deviation |
Figure 15Ictal, preictal, and postictal states.
Classification outcomes for EEG classification.
| TP (true positive) | If the person suffers from a seizure and detects the same |
| TN (true negative) | No seizure was detected, and the person is normal |
| FP (false positive) | The false detects and the classifier detects a seizure where the patient is normal |
| FN (false negative) | An incorrect decision classifier detected the seizure as normal and predicted no seizure |