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influence of emotion on the activity of the nervous<br />

system is effectively reflected in the physiological signals<br />

employed. Unlike the case of speech recognition or facial<br />

expression recognition, where knowledge of the correct<br />

class label of a given data point is self-evident, the<br />

acquisition of a high-quality physiological signal<br />

database with confidence in the underlying emotional<br />

status is an intricate task.<br />

The physiological signal data of ECG is from the<br />

MIT-BIH, Standard MIT-BIH Arrhythmia database are<br />

collected by Beth Israel Hospital Arrhythmia Laboratory<br />

from 1975 to 1979. There are more than 4000 data Holtel<br />

sets [6]. Database has a total of 48 records, which are from<br />

47 individuals (of which 201 and 202 are from the same<br />

individual).<br />

In MIT-BIH database, each record contains data on<br />

two channels, which leads settings as follows: The first<br />

channel is the use of calibration limb leads Ⅱ; The second<br />

channel used correction V1 (occasionally have V2, V5<br />

leads, there is another V4 leads). Data’s sampling<br />

frequency is 360HZ and the sampling accuracy is 11 bits<br />

(sample data range between 0 ~ 2047).<br />

analysis figure, and this paper extracts the maximum<br />

value as the feature vector of different pattern of ECG.<br />

Wavelet Transform analyzed ECG parameters are<br />

statistically classified as emotional pattern joy, anger,<br />

sadness and pleasure. These parameters are then applied to<br />

ANN as training and testing data. Also, these parameters<br />

are considered as neurons in ANN. The neurons in a<br />

feedforward neural network are organized as a layered<br />

structure and connected in a strictly feedforward manner.<br />

The structure of a basic feedforward neural network is<br />

presented in Fig.1. The feedforward neural network is one<br />

of the most widely used ANNs. A great number of<br />

successful applications of this type of network have been<br />

reported [7].<br />

So, after the four-scale decomposition procedure, we<br />

get wavelet coefficients of maximum value value of a<br />

typical ECG pattern. There are only four representative<br />

samples given. Each ECG classification pattern signal is<br />

composed by five coefficients. Then decompose the fourscale<br />

wavelet to get the 5-dimensional feature vector as<br />

the input feature vector of ECG for pattern recognition<br />

with method of BP neural network.<br />

Beacuse each line has only one element of each<br />

column (under the painted lines are) which is much larger<br />

than other elements, which indicates that separation<br />

algorithm is very satisfactory.<br />

For describing the separation effect quantitatively, we<br />

n<br />

1 si<br />

− yi<br />

2<br />

∑<br />

MN s<br />

i=<br />

1 i 2<br />

use the expression<br />

to compute the<br />

average relative error of the source signals and separated<br />

signals, where N is the number of the source, M is the<br />

sampling points). The error curve is showed in Figure 4.<br />

We can know the system has large error when starting the<br />

train but the error slowly getting smaller and smaller, soon<br />

met the desired error and the convergence effect is also<br />

obvious in Figure 4.<br />

18<br />

16<br />

14<br />

12<br />

10<br />

8<br />

6<br />

Figure 3 The ECG signals of sample 100 and wavelet transform in four<br />

scales<br />

This paper uses a quadratural, compact Daubechies<br />

2 wavelet as the base function for four-scale<br />

decomposition of the ECG physiological signal data each<br />

day. And extract the maximum values composition vector<br />

of each layer in wavelet decomposition as the feature<br />

vector of the ECG signal vector, constituting a 4-<br />

dimensional feature vector. The ECG signals Waveform<br />

of sample 100 and wavelet transform coefficients Wf (a,<br />

b) in different scales are shown in fig.3.<br />

Then we extract wavelet coefficients of the signal’s<br />

maximum value and minimum value. We classify and<br />

save four kinds of models of the wavelet coefficients. The<br />

features of the ECG can be extracted from the statistical<br />

4<br />

2<br />

0<br />

0 500 1000 1500 2000 2500 3000<br />

Figure 4. The graph of the error<br />

IV. CONCLUSINO<br />

In this study, a new method concluding wavelet<br />

transform and artificial neural network is proposed for<br />

classification of ECG arrhythmias. This method includes<br />

two phases, which are valued feature extraction and<br />

classification. In feature extraction phase of the proposed<br />

method, the feature values for each arrhythmia are<br />

extracted using discrete wavelet transform (DWT). In<br />

classification phase, obtained valued features are used as<br />

248

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