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PCA AND KPCA OF ECG
  SIGNALS WITH BINARY SVM
       CLASSIFICATION
Author:Maya Kallas, Clovis Francis, Lara Kanaan, Dalia Merheb,
       Paul Honeine, Hassan Amoud
Source:Signal Processing Systems (SiPS), 2011 IEEE Workshop



Advisor:Yin-Fu Huang
Student:YU-HSIEN CHO
OUTLINE
I. Abstract
II. Introduction
III. Methods
IV. Experiment and Result
V. Conclusion
I. Abstract
 Cardiovasculardiseases remain the primary cause of death
  around the world. In Lebanon, 63.13% of men and 56.57%of
  women aged 50 years and above die from heart diseases[1].

 For effective diagnostics, the study of the ECG signal must be
  carried out for several hours.

 Automatic    detection and classification of electrocardiogram
  (ECG) signals are important for diagnosis of cardiac
  irregularities.
II. Introduction
 In  this paper, we propose to combine the Support Vector
  Machines used in classification on one hand, with the
  Principal Component Analysis used in order to reduce the
  size of the data by choosing some axes that capture the most
  variance between data.
 On the other hand, with the kernel principal component
  analysis where a mapping to a high dimensional space is
  needed to capture the most relevant axes but for nonlinear
  separable data.
 The efficiency of the proposed SVM classification is
  illustrated on real electrocardiogram dataset taken from
  MIT-BIH Arrhythmia Database.
 Training data sets:MIT-BIH arrhythmia database
 inputs:10 normal signals,

         10 PVC signals,
         14 LBBB signals
 4Classes:




 TP:abnormalabnormal , FP:normalabnormal
  FN:abnomalnormal , TN:normalnormal
III. Methods
 PCA     feature extraction:
   The analyzed signal is a single lead ECG which has been
   converted into a data matrix X.



 where M is the number of beats
 Step1. Getting the data matrix X

 Step2. Subtract the mean

 Step3. Calculate the covariance matrix

 Step4. Calculate the Eigenvectors/Eigenvalues of the
         covariance matrix
Step5. Choosing principal components and forming
         feature vector


Step6. Deriving the new data set :
Final Data = (row feature vector) ⋅ (row data adjust)


Step7. Calculate the reconstruction
 KPCA    feature extraction :
  The basic idea of KPCA is to map the original data into a
  high dimensional space via a specific function and then to
  apply the standard PCA algorithm on it.

 Since the ECG signal has a lot of nonlinear structures and
  since the PCA extracts only the linear ones, we adopted
  KPCA to extract the nonlinear components.
IV. Experiment and Result
 The kernel functions used are the linear, polynomial and the
  Gaussian, where x and y refer to vectors of x i and y i
  components respectively.
 Table 1 shows the parameters considered as best models.




kernel parameters σ=0.8,
regularization constant C =100
Experiment and Result
 Resultsof applying the Gaussian classifier on the data is
  presented in Figure 1.
Experiment and Result
 As
   we can see in Table 2, the results achieved by the
 Gaussian classifier were better than those achieved by the
 SVM linear and the SVM-poly.
Experiment and Result
 PCA  uses linear transformation to convert a large amount of
 correlated variables to a smaller number of uncorrelated
 principal components that preserve most of the useful
 information. See the Figure 2
Experiment and Result
 Figure3 illustrates the results of applying the binary SVM
  combined with KPCA. So we can conclude that for binary
  ECG classification the most convenient method is combining
  SVM with KPCA.
Experiment and Result
 Thebest results obtained in SVM by using the original input
 without feature extraction, and by using
 PCA (σ=10, C =40) and KPCA (σ=0.5, C =10) feature
 extraction are given in table 3.
V. Conclusion
 Electrocardiogram     (ECG) supervising is the most important
  and efficient way for preventing heart attacks. Our work
  presents an integrated classification method, which combines
  the Support Vector Machine (SVM) with either the Principal
  Component Analysis (PCA) or the Kernel PCA (KPCA) for
  classification of different types of cardiac abnormalities.

 Our  experiments show that binary SVM combined with
  feature extraction using PCA or KPCA greatly improves the
  quality of classification than that without feature extraction.
Fig. 4 Electrocardiogram

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PCA and KPCA ECG Classification with SVM

  • 1. PCA AND KPCA OF ECG SIGNALS WITH BINARY SVM CLASSIFICATION Author:Maya Kallas, Clovis Francis, Lara Kanaan, Dalia Merheb, Paul Honeine, Hassan Amoud Source:Signal Processing Systems (SiPS), 2011 IEEE Workshop Advisor:Yin-Fu Huang Student:YU-HSIEN CHO
  • 2. OUTLINE I. Abstract II. Introduction III. Methods IV. Experiment and Result V. Conclusion
  • 3. I. Abstract  Cardiovasculardiseases remain the primary cause of death around the world. In Lebanon, 63.13% of men and 56.57%of women aged 50 years and above die from heart diseases[1].  For effective diagnostics, the study of the ECG signal must be carried out for several hours.  Automatic detection and classification of electrocardiogram (ECG) signals are important for diagnosis of cardiac irregularities.
  • 4. II. Introduction  In this paper, we propose to combine the Support Vector Machines used in classification on one hand, with the Principal Component Analysis used in order to reduce the size of the data by choosing some axes that capture the most variance between data.  On the other hand, with the kernel principal component analysis where a mapping to a high dimensional space is needed to capture the most relevant axes but for nonlinear separable data.  The efficiency of the proposed SVM classification is illustrated on real electrocardiogram dataset taken from MIT-BIH Arrhythmia Database.
  • 5.  Training data sets:MIT-BIH arrhythmia database  inputs:10 normal signals, 10 PVC signals, 14 LBBB signals  4Classes:  TP:abnormalabnormal , FP:normalabnormal FN:abnomalnormal , TN:normalnormal
  • 6. III. Methods PCA feature extraction: The analyzed signal is a single lead ECG which has been converted into a data matrix X. where M is the number of beats Step1. Getting the data matrix X Step2. Subtract the mean Step3. Calculate the covariance matrix Step4. Calculate the Eigenvectors/Eigenvalues of the covariance matrix
  • 7. Step5. Choosing principal components and forming feature vector Step6. Deriving the new data set : Final Data = (row feature vector) ⋅ (row data adjust) Step7. Calculate the reconstruction
  • 8.  KPCA feature extraction : The basic idea of KPCA is to map the original data into a high dimensional space via a specific function and then to apply the standard PCA algorithm on it.  Since the ECG signal has a lot of nonlinear structures and since the PCA extracts only the linear ones, we adopted KPCA to extract the nonlinear components.
  • 9. IV. Experiment and Result  The kernel functions used are the linear, polynomial and the Gaussian, where x and y refer to vectors of x i and y i components respectively.  Table 1 shows the parameters considered as best models. kernel parameters σ=0.8, regularization constant C =100
  • 10. Experiment and Result  Resultsof applying the Gaussian classifier on the data is presented in Figure 1.
  • 11. Experiment and Result  As we can see in Table 2, the results achieved by the Gaussian classifier were better than those achieved by the SVM linear and the SVM-poly.
  • 12. Experiment and Result  PCA uses linear transformation to convert a large amount of correlated variables to a smaller number of uncorrelated principal components that preserve most of the useful information. See the Figure 2
  • 13. Experiment and Result  Figure3 illustrates the results of applying the binary SVM combined with KPCA. So we can conclude that for binary ECG classification the most convenient method is combining SVM with KPCA.
  • 14. Experiment and Result  Thebest results obtained in SVM by using the original input without feature extraction, and by using PCA (σ=10, C =40) and KPCA (σ=0.5, C =10) feature extraction are given in table 3.
  • 15. V. Conclusion  Electrocardiogram (ECG) supervising is the most important and efficient way for preventing heart attacks. Our work presents an integrated classification method, which combines the Support Vector Machine (SVM) with either the Principal Component Analysis (PCA) or the Kernel PCA (KPCA) for classification of different types of cardiac abnormalities.  Our experiments show that binary SVM combined with feature extraction using PCA or KPCA greatly improves the quality of classification than that without feature extraction.