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A Hybrid EEG Signals Classification Approach
Based on GWO Enhanced SVMs
for Epileptic Detection
Asmaa Hamad Elsaied
SRGE Workshop, Cairo University (27-December-2017)
Master Student, Faculty of Computers and Information, Mina University
Workshop : INTELLEGENT SYSTEMS AND APPLICATIONS.
http://www.egyptscience.net
 Introduction
 Related Work
 Materials and Methods
 EEG Data Acquisition
 Discrete wavelet transforms (DWT)
 Gray Wolf Optimization (GWO)
 Support Vector Machine (SVM)
 Proposed Classification GWO-SVM Approach
 Experimental Results and Discussion
 Conclusion and future work
2
Agenda
 Epilepsy is one of the most common a chronic
neurological disorders of the brain that affect
millions of the world’s populations.
 It is characterized by recurrent seizures, which are
physical reactions to sudden, usually brief, excessive
electrical discharges in a group of brain cells. Hence,
seizure identification has great importance in clinical
therapy of epileptic patients.
 According to WWW, around 50 million people
worldwide has epilepsy and is suffering with this
recurring and unpredictable seizure disorder Therefore,
diagnosing and predicting epileptic seizures precisely
appear to be particularly important, which is able to fetch
more effective prevention and treatment for the patients.
3
Introduction
Introduction (cont’d).
 Electroencephalogram (EEG) is most
commonly used in epilepsy detection
since it includes precious physiological
information of the brain.
 The EEG signal is usually used for the
purpose of recording the electrical
activities of the brain signal that
typically arises in the human brain.
 The recording of the electrical activity
is basically done by placing electrodes
on the scalp, which measures the
voltage fluctuations in the brain.
4
 EEG contains lots of worthy information relating to the numerous physiological
states of the brain and thus is a very useful tool for understanding the brain disease,
such as epilepsy.
 EEG signals of epileptic patients exhibit two states of abnormal activities namely
interictal or seizure free (in-between epileptic seizures) and ictal (in the course of an
epileptic seizure).
5
Introduction (cont’d).
 The EEG signals are commonly
decomposed into five EEG sub-
bands:
 delta, theta, alpha, beta and
gamma.
6
Introduction (cont’d).
Frequency range and amplitude for each type of waves
7
Wave Frequency range Amplitude
Delta band 0.5 – 4 Hz High
Theta band 4 – 8 Hz Low-medium
Alpha band 8 – 15 Hz Low
Beta band 15 – 30 Hz Very low
Gamma band 30 – 60 Hz Smallest
Introduction (cont’d).
Related Work
Ref. Year methods Remark
[8] 2011 Wavelet packet entropy
with KNN
proposed a hierarchical epileptic seizure detection approach. In this approach, the original EEG signals
performed by wavelet packet coefficients and using basis-based wavelet packet entropy method to
extract feature. In the training stage, hybrid the k-Nearest Neighbour (KNN) with the cross-validation
(CV) methods are utilized, on the other hand, the top-ranked discriminative rules are used in the testing
stage to compute the classification accuracy and rejection rate.
[9] 2012 Permutation Entropy with
SVM
proposed automated epileptic seizure detection that used permutation entropy (PE) as a feature. SVM is used to
classify segments of normal and epileptic EEG based on PE values. The proposed system uses the fact that the EEG
during epileptic seizures is described by PE than normal EEG.
[10] 2010 Multiwavelet transform
based approximate
entropy feature with
articiafil neural networks
presented an automatic epileptic seizure detection method, which uses approximately entropy features derived
from multiwavelet transform. Artificial neural network (ANN) is combined with entropy to classify the EEG signals
regarding the existence or absence of a seizure.
[11] 2011 clustering technique-
based least square
support vector machine
(CT-LS-SVM)
presented a clustering-based least square support vector machine approach for the classification of EEG signals.
The proposed approach comprises the following two stages. In the first stage, clustering technique (CT) has been
used to extract representative features of EEG data. In the second stage, least square support vector machine (LS-
SVM) is applied to the extracted features to classify EEG signals.
[12] 2014 DWT based
approximate entropy
(ApEn) with Artificial
neural network and SVM
authors developed a scheme for detecting epileptic seizures from EEG data recorded from epileptic patients and
normal subjects. This scheme is based on DWT analysis and approximate entropy (ApEn) of EEG signals. SVM and
(feedforward backpropagation neural network) FBNN are used for classification purpose.
8
fewer previous research on the classification methods in EEG signals
Materials and Methods
 EEG Data Sets
 The experimental data used is publically available
 Bonn data set “Klinik für Epileptologie, Universität Bonn’’.
 The dataset includes five different sets:
9
ICENCO Cairo 2016
• 5 awake healthy subjects with eyes open
• Surface EEG recordingA
• 5 awake healthy subjects with eyes closed
• Surface EEG recordingB
• Inter-ictal EEG from five epileptic patients
• intracranial depth electrodes from hippocampal formation of opposite hemisphere the
brain
C
• Inter-ictal EEG from five epileptic patients
• Intracranial depth electrodes from epileptogenic zone.D
• Ictal EEG from five epileptic patients
• depth and strip electrodesE
Materials and Methods (cont’d).
 EEG Data Samples
 EEG signals of each dataset.
10
 EEG Data Sets Characteristics
 Each set contains 100 single channel of 23.6s duration each.
 All EEG signals are recorded at
 sampling rate of 173.61 Hz
 128-channel amplifier system with an average common reference
 Band-pass filtered at 0.53– 40 Hz.
 All channels are artifact-free
11
Materials and Methods (cont’d).
 Discrete wavelet transforms (DWT)
 A wavelet is a short wave, which has its energy
intensified in time to give a tool for the analysis of
transient, non-stationary signals or time-varying
phenomena .
 Wavelet transform method has been used to extract the
individual EEG sub-bands and reconstruct the
information accurately because the wavelet transform
has the advantages of:
 time-frequency localization,
 multi-rate filtering, and scale-space analysis.
12
Materials and Methods (cont’d).
 Gray Wolf Optimization (GWO)
 Grey wolf optimizer (GWO) is a new meta-heuristic technique .
 In nature, The GWO algorithm mimics the leadership hierarchy and hunting mechanism
of grey wolves.
 There are four types of grey wolves which are alpha, beta, delta and omega . Those four
types can be used for simulating the leadership hierarchy.
13
Materials and Methods (cont’d).

14
Materials and Methods (cont’d).
 Support Vector Machine (SVM)
 SVM is supervised learning method, used for binary classification. It was introduced by
Vladimir Vapnik and colleagues. The earliest mention was in, but the first main paper
seems to be in 1995 .
 SVM is a powerful classier in the field of biomedical science for the detection of
abnormalities from biomedical signals.
 SVM is an efficient classifier to classify two different sets of observations into their
relevant class. It is capable of handling high-dimensional and non-linear data excellently.
15
Materials and Methods (cont’d).
 Support Vector Machine (SVM)
 The structural design of the SVM depends on the following: first, the regularization parameter,
C, is used to control the trade-off between the maximization of margin and a number of
misclassifications. Second, kernel functions of nonlinear SVMs are used for mapping of
training data from an input space to a higher dimensional feature space. All kernel functions like
linear,
 To date, the kernel generally used in Brain-Computer interface research was the Gaussian or
radial basis function (RBF) kernel with width 
16
Materials and Methods (cont’d).
17
The Proposed Classification GWO-SVM
Approach
 Pre-processing and Feature Extraction using DWT
 Each EEG signal is decomposed into five constituent EEG sub-bands by discrete
wavelet transform (DWT).
 The EEG epochs were analyzed into various frequency bands by using fourth-order
Daubechies (db4) wavelet function up to 4th-level of the decomposition. The
statistical parameter like entropy, min, max, mean, median, standard deviation,
variance, energy and Relative Wave Energy (RWE) were computed for feature
extraction.
19
The Proposed Classification GWO-SVM Approach
 Features selection and parameters optimization using GWO
 Better performance may be achieved by removing irrelevant and redundant data while
maintaining the discriminating power of the data by feature selection.
 Parameters setting of SVM have an important impact on its classification accuracy.
Inappropriate parameter settings lead to poor classification results.
 GWO has the potential to generate both the optimal feature subset and SVM
parameters at the same time.
 The best position is the optimal feature subset and optimal SVM parameters
which gives the highest fitness value
20
The Proposed Classification GWO-SVM Approach
 Classification
 the best values of SVM parameters (C,  and feature subset) that are
obtained from GWO swarm algorithms serve as input to the SVM and a
training model is built to discriminate between seizure and no-seizure
intervals.
 The datasets are divided into two subsets namely training and test dataset.
The training set is used to train the SVM, while the testing set is used to
evaluate accuracy. this partition is done based K-fold cross-validation
strategy (where k = 10).
21
The Proposed Classification GWO-SVM Approach

22
The Proposed Classification GWO-SVM Approach
23
Experimental Results and Discussion
 Performance Evaluation Measurements
 In this paper, the set A, B, C, and D are considered as positive class and set E is
considered as the negative class respectively.
 To evaluate the classification performance for deferent test cases in this paper,
we have used five measures, which are:
1) Accuracy
2) Sensitivity
3) Specificity
4) Precision
5) F-Measure.
24
Experimental Results and Discussion
 In this paper, the proposed technique is tested on the four different test cases as described in
the following table.
Case Cases for seizure Classification Problem Description
Case 1 Set A vs Set E Healthy Persons with eye open vs Epileptic patients during seizure activity
Case 2 Set B vs Set E Healthy Persons with eye close vs Epileptic patients during seizure activity
Case 3 Set C vs Set E Hippocampal seizure free vs Epileptic patients during seizure activity
Case 4 Set D vs Set E Epileptic seizure free vs Epileptic patients during seizure activity
25
Experimental Results and Discussion
 The parameter setting for the GWO algorithm is outlined in the following table. Same
number of agents and same number of iterations are used for GA.
Parameter Value
No of wolves 30
No of iterations 10
Search domain
Penalty C range [1, 1000]
Kernel function parameters ϭ range [0, 100]
Feature subset range [0, 1]
26
Experimental Results and Discussion
 Following figures show classification results obtained via applying the
proposed GWO-SVM against traditional SVM classification approach and
Genetic Algorithm (GA) with SVM for RBF kernel function for case 1 to case
4 respectively.
27
Experimental Results and Discussion
 Comparative performance measures of case 1.
28
Experimental Results and Discussion
 Comparative performance measures of case 2.
29
Experimental Results and Discussion
 Comparative performance measures of case 3.
30
Experimental Results and Discussion
 Comparative performance measures of case 4.
31
Experimental Results and Discussion
 As can be seen, the proposed GWO-SVM owns the highest results. Also
GA-SVM is in second place and SVM is the worst one.
Conclusion
 In this paper, DWT is used for analysis of EEG to detect epilepsy. EEG signals are
decomposed into deferent sub-bands through DWT to obtain ten features from each sub-band
to classify EEG signal.
 This paper develops an approach using GWO for feature selection with SVM parameters
optimization and the SVM classier for automatic seizure detection in EEG signals.
 The 100% classification accuracies are obtained using GWO-SVM for case 1, 99.577% for
case 2, 99.472% for case 3 and 99.232% for case 4.
 These results illustrate the effectiveness of using GWO and SVM classier for seizure
detection in EEG signals.
 Also, experimental results indicated that the proposed GWO-SVMs approach outperformed
GA- SVM and the typical SVMs classification algorithm for RBF kernel function.
32
Future work
 As future work, we plan to conduct experiments with more robust classifiers
for further investigation in this domain.
 it will be needed on the future work to evaluate many swarm optimization
approaches versions and compare them with each other such as firefly, ant
lion, social spider, cat, fish swarm ...etc.
 Also, it will be needed on the future work to use these optimization
approaches for other purposes.
33
Thanks and Acknowledgement
34

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A hybrid classification model for eeg signals

  • 1. A Hybrid EEG Signals Classification Approach Based on GWO Enhanced SVMs for Epileptic Detection Asmaa Hamad Elsaied SRGE Workshop, Cairo University (27-December-2017) Master Student, Faculty of Computers and Information, Mina University Workshop : INTELLEGENT SYSTEMS AND APPLICATIONS. http://www.egyptscience.net
  • 2.  Introduction  Related Work  Materials and Methods  EEG Data Acquisition  Discrete wavelet transforms (DWT)  Gray Wolf Optimization (GWO)  Support Vector Machine (SVM)  Proposed Classification GWO-SVM Approach  Experimental Results and Discussion  Conclusion and future work 2 Agenda
  • 3.  Epilepsy is one of the most common a chronic neurological disorders of the brain that affect millions of the world’s populations.  It is characterized by recurrent seizures, which are physical reactions to sudden, usually brief, excessive electrical discharges in a group of brain cells. Hence, seizure identification has great importance in clinical therapy of epileptic patients.  According to WWW, around 50 million people worldwide has epilepsy and is suffering with this recurring and unpredictable seizure disorder Therefore, diagnosing and predicting epileptic seizures precisely appear to be particularly important, which is able to fetch more effective prevention and treatment for the patients. 3 Introduction
  • 4. Introduction (cont’d).  Electroencephalogram (EEG) is most commonly used in epilepsy detection since it includes precious physiological information of the brain.  The EEG signal is usually used for the purpose of recording the electrical activities of the brain signal that typically arises in the human brain.  The recording of the electrical activity is basically done by placing electrodes on the scalp, which measures the voltage fluctuations in the brain. 4
  • 5.  EEG contains lots of worthy information relating to the numerous physiological states of the brain and thus is a very useful tool for understanding the brain disease, such as epilepsy.  EEG signals of epileptic patients exhibit two states of abnormal activities namely interictal or seizure free (in-between epileptic seizures) and ictal (in the course of an epileptic seizure). 5 Introduction (cont’d).
  • 6.  The EEG signals are commonly decomposed into five EEG sub- bands:  delta, theta, alpha, beta and gamma. 6 Introduction (cont’d).
  • 7. Frequency range and amplitude for each type of waves 7 Wave Frequency range Amplitude Delta band 0.5 – 4 Hz High Theta band 4 – 8 Hz Low-medium Alpha band 8 – 15 Hz Low Beta band 15 – 30 Hz Very low Gamma band 30 – 60 Hz Smallest Introduction (cont’d).
  • 8. Related Work Ref. Year methods Remark [8] 2011 Wavelet packet entropy with KNN proposed a hierarchical epileptic seizure detection approach. In this approach, the original EEG signals performed by wavelet packet coefficients and using basis-based wavelet packet entropy method to extract feature. In the training stage, hybrid the k-Nearest Neighbour (KNN) with the cross-validation (CV) methods are utilized, on the other hand, the top-ranked discriminative rules are used in the testing stage to compute the classification accuracy and rejection rate. [9] 2012 Permutation Entropy with SVM proposed automated epileptic seizure detection that used permutation entropy (PE) as a feature. SVM is used to classify segments of normal and epileptic EEG based on PE values. The proposed system uses the fact that the EEG during epileptic seizures is described by PE than normal EEG. [10] 2010 Multiwavelet transform based approximate entropy feature with articiafil neural networks presented an automatic epileptic seizure detection method, which uses approximately entropy features derived from multiwavelet transform. Artificial neural network (ANN) is combined with entropy to classify the EEG signals regarding the existence or absence of a seizure. [11] 2011 clustering technique- based least square support vector machine (CT-LS-SVM) presented a clustering-based least square support vector machine approach for the classification of EEG signals. The proposed approach comprises the following two stages. In the first stage, clustering technique (CT) has been used to extract representative features of EEG data. In the second stage, least square support vector machine (LS- SVM) is applied to the extracted features to classify EEG signals. [12] 2014 DWT based approximate entropy (ApEn) with Artificial neural network and SVM authors developed a scheme for detecting epileptic seizures from EEG data recorded from epileptic patients and normal subjects. This scheme is based on DWT analysis and approximate entropy (ApEn) of EEG signals. SVM and (feedforward backpropagation neural network) FBNN are used for classification purpose. 8 fewer previous research on the classification methods in EEG signals
  • 9. Materials and Methods  EEG Data Sets  The experimental data used is publically available  Bonn data set “Klinik für Epileptologie, Universität Bonn’’.  The dataset includes five different sets: 9 ICENCO Cairo 2016 • 5 awake healthy subjects with eyes open • Surface EEG recordingA • 5 awake healthy subjects with eyes closed • Surface EEG recordingB • Inter-ictal EEG from five epileptic patients • intracranial depth electrodes from hippocampal formation of opposite hemisphere the brain C • Inter-ictal EEG from five epileptic patients • Intracranial depth electrodes from epileptogenic zone.D • Ictal EEG from five epileptic patients • depth and strip electrodesE
  • 10. Materials and Methods (cont’d).  EEG Data Samples  EEG signals of each dataset. 10
  • 11.  EEG Data Sets Characteristics  Each set contains 100 single channel of 23.6s duration each.  All EEG signals are recorded at  sampling rate of 173.61 Hz  128-channel amplifier system with an average common reference  Band-pass filtered at 0.53– 40 Hz.  All channels are artifact-free 11 Materials and Methods (cont’d).
  • 12.  Discrete wavelet transforms (DWT)  A wavelet is a short wave, which has its energy intensified in time to give a tool for the analysis of transient, non-stationary signals or time-varying phenomena .  Wavelet transform method has been used to extract the individual EEG sub-bands and reconstruct the information accurately because the wavelet transform has the advantages of:  time-frequency localization,  multi-rate filtering, and scale-space analysis. 12 Materials and Methods (cont’d).
  • 13.  Gray Wolf Optimization (GWO)  Grey wolf optimizer (GWO) is a new meta-heuristic technique .  In nature, The GWO algorithm mimics the leadership hierarchy and hunting mechanism of grey wolves.  There are four types of grey wolves which are alpha, beta, delta and omega . Those four types can be used for simulating the leadership hierarchy. 13 Materials and Methods (cont’d).
  • 15.  Support Vector Machine (SVM)  SVM is supervised learning method, used for binary classification. It was introduced by Vladimir Vapnik and colleagues. The earliest mention was in, but the first main paper seems to be in 1995 .  SVM is a powerful classier in the field of biomedical science for the detection of abnormalities from biomedical signals.  SVM is an efficient classifier to classify two different sets of observations into their relevant class. It is capable of handling high-dimensional and non-linear data excellently. 15 Materials and Methods (cont’d).
  • 16.  Support Vector Machine (SVM)  The structural design of the SVM depends on the following: first, the regularization parameter, C, is used to control the trade-off between the maximization of margin and a number of misclassifications. Second, kernel functions of nonlinear SVMs are used for mapping of training data from an input space to a higher dimensional feature space. All kernel functions like linear,  To date, the kernel generally used in Brain-Computer interface research was the Gaussian or radial basis function (RBF) kernel with width  16 Materials and Methods (cont’d).
  • 17. 17 The Proposed Classification GWO-SVM Approach
  • 18.
  • 19.  Pre-processing and Feature Extraction using DWT  Each EEG signal is decomposed into five constituent EEG sub-bands by discrete wavelet transform (DWT).  The EEG epochs were analyzed into various frequency bands by using fourth-order Daubechies (db4) wavelet function up to 4th-level of the decomposition. The statistical parameter like entropy, min, max, mean, median, standard deviation, variance, energy and Relative Wave Energy (RWE) were computed for feature extraction. 19 The Proposed Classification GWO-SVM Approach
  • 20.  Features selection and parameters optimization using GWO  Better performance may be achieved by removing irrelevant and redundant data while maintaining the discriminating power of the data by feature selection.  Parameters setting of SVM have an important impact on its classification accuracy. Inappropriate parameter settings lead to poor classification results.  GWO has the potential to generate both the optimal feature subset and SVM parameters at the same time.  The best position is the optimal feature subset and optimal SVM parameters which gives the highest fitness value 20 The Proposed Classification GWO-SVM Approach
  • 21.  Classification  the best values of SVM parameters (C,  and feature subset) that are obtained from GWO swarm algorithms serve as input to the SVM and a training model is built to discriminate between seizure and no-seizure intervals.  The datasets are divided into two subsets namely training and test dataset. The training set is used to train the SVM, while the testing set is used to evaluate accuracy. this partition is done based K-fold cross-validation strategy (where k = 10). 21 The Proposed Classification GWO-SVM Approach
  • 23. 23 Experimental Results and Discussion  Performance Evaluation Measurements  In this paper, the set A, B, C, and D are considered as positive class and set E is considered as the negative class respectively.  To evaluate the classification performance for deferent test cases in this paper, we have used five measures, which are: 1) Accuracy 2) Sensitivity 3) Specificity 4) Precision 5) F-Measure.
  • 24. 24 Experimental Results and Discussion  In this paper, the proposed technique is tested on the four different test cases as described in the following table. Case Cases for seizure Classification Problem Description Case 1 Set A vs Set E Healthy Persons with eye open vs Epileptic patients during seizure activity Case 2 Set B vs Set E Healthy Persons with eye close vs Epileptic patients during seizure activity Case 3 Set C vs Set E Hippocampal seizure free vs Epileptic patients during seizure activity Case 4 Set D vs Set E Epileptic seizure free vs Epileptic patients during seizure activity
  • 25. 25 Experimental Results and Discussion  The parameter setting for the GWO algorithm is outlined in the following table. Same number of agents and same number of iterations are used for GA. Parameter Value No of wolves 30 No of iterations 10 Search domain Penalty C range [1, 1000] Kernel function parameters ϭ range [0, 100] Feature subset range [0, 1]
  • 26. 26 Experimental Results and Discussion  Following figures show classification results obtained via applying the proposed GWO-SVM against traditional SVM classification approach and Genetic Algorithm (GA) with SVM for RBF kernel function for case 1 to case 4 respectively.
  • 27. 27 Experimental Results and Discussion  Comparative performance measures of case 1.
  • 28. 28 Experimental Results and Discussion  Comparative performance measures of case 2.
  • 29. 29 Experimental Results and Discussion  Comparative performance measures of case 3.
  • 30. 30 Experimental Results and Discussion  Comparative performance measures of case 4.
  • 31. 31 Experimental Results and Discussion  As can be seen, the proposed GWO-SVM owns the highest results. Also GA-SVM is in second place and SVM is the worst one.
  • 32. Conclusion  In this paper, DWT is used for analysis of EEG to detect epilepsy. EEG signals are decomposed into deferent sub-bands through DWT to obtain ten features from each sub-band to classify EEG signal.  This paper develops an approach using GWO for feature selection with SVM parameters optimization and the SVM classier for automatic seizure detection in EEG signals.  The 100% classification accuracies are obtained using GWO-SVM for case 1, 99.577% for case 2, 99.472% for case 3 and 99.232% for case 4.  These results illustrate the effectiveness of using GWO and SVM classier for seizure detection in EEG signals.  Also, experimental results indicated that the proposed GWO-SVMs approach outperformed GA- SVM and the typical SVMs classification algorithm for RBF kernel function. 32
  • 33. Future work  As future work, we plan to conduct experiments with more robust classifiers for further investigation in this domain.  it will be needed on the future work to evaluate many swarm optimization approaches versions and compare them with each other such as firefly, ant lion, social spider, cat, fish swarm ...etc.  Also, it will be needed on the future work to use these optimization approaches for other purposes. 33