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time series representation for elliott wave identification in stock market analysis chaliaw phetking mohd noor md sap ali selamat faculty of science and technology faculty of comp sci and info ...

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                 Time Series Representation for Elliott Wave Identification 
                                                       in Stock Market Analysis 
                          Chaliaw Phetking                            Mohd Noor Md. Sap                                   Ali Selamat 
                 Faculty of Science and Technology             Faculty of Comp. Sci. and Info. Sys.          Faculty of Comp. Sci. and Info. Sys. 
                    Suan Dusit Rajabhat University                 Universiti Teknologi Malaysia                 Universiti Teknologi Malaysia 
                           Bangkok, Thailand                               Johor, Malaysia                              Johor, Malaysia 
                             +662-244-5600                                 +607-553-2419                                 +607-553-2638 
                    chaliaw_phe@dusit.ac.th                      mohdnoor@fsksm.utm.my                          aselamat@fsksm.utm.my 
                                                                                                                                   
                                                                                                                                   
               ABSTRACT                                                                     Unfortunately, Elliott wave identification is a very difficult 
               Elliott waves are considered as the crowded psychological effect.       task and usually depending on analyst experiences. Further, stock 
               In stock market time series, there are  several Elliott waves and in    time series always demonstrates its movement in a fluctuant way 
               different resolution. To identify existing Elliott wave in time         due to some important factors or events. These give the hard 
               series, a dimensional reduction technique is determined.                problem of identification of existing Elliott wave.  However, with 
               Unfortunately, existing financial time series reduction methods         the time series dimensionality reduction technique, it is available 
               usually produce the distorted wave-like shape time series which is      to identify the existing of Elliott wave. 
               difficult to identify Elliott waves. In this study, we propose the           By considering the time series dimensionality reduction 
               method of financial time series reduction for Elliott Wave              techniques, many researchers propose various advantage 
               identification based on perceptually important points                   techniques. The work done by Agrawal et al.(1993)[9] utilizes the 
               identification method. These collected points are used to produce       Discrete Fourier Transform(DFT) to reduce the time series 
               a wave-like time series by using point-importance order of wave-        dimensions. However, other techniques are suggested including 
               like shape preservation. The method is tested in Elliott Wave           Singular Value Decomposition (SVD) [10] and the Discrete 
               identification in real time series.                                     Wavelet Transform (DWT)[11]. Keogh et al.[12] introduce a 
               Categories and Subject Descriptors                                      novel transforming technique for time series dimensionality 
                                                                                       reduction call Piecewise Aggregate Approximation (PAA). This 
               Time series analysis.                                                   technique approximates the dimensions by segmenting the 
                                                                                       sequences into equi-length sections and recording the mean value 
               General Terms                                                           of these sections. The extended versions of PAA can be found by 
               Algorithms, Economics.                                                  the works of [13] so-called symbolic aggregate approximation 
               Keywords                                                                (SAX), and Extended SAX by [14 ].  
               Financial time series representation, Pattern matching, Elliott              Important points are also determined in dimensionality 
               Wave Theory, Fibonacci number.                                          reduction techniques. Based on identifying the perceptually 
                                                                                       importance points (PIPs)[15], Fu et al.[16] proposed SB-Tree 
               1.  INTRODUCTION                                                        representation to perform financial time series dimensionality 
                    Technical analysis is an attempt to predict the future prices of   reduction. Fink and Pratt[17] collects the important points in time 
               securities based on historical prices and volumes rather than           series  by considering some of its minima and maxima and 
               underlying company fundamentals, political events, and economic         discards the other points. Among the minima and maxima 
               factors.  Technical analysts believe in chart analysis to looking for   important points collecting, Bao[18] interests in local minimal and 
               some significant information for predicting the next price              maximal points and considers them as the turning points. 
               movement. Several chart analysis techniques are considered as                In this research, we propose the method of  time series 
               analysis tools. There are three main popular charting techniques:       dimensionality reduction for Elliott wave identification in stock 
               bar charts, point-and-figure charts, and candlestick charts[1]. All     market time series. We also improve the technique of Elliott wave 
               of them have been focused on attempting to recognize important          pattern matching. 
               patterns. At the very least, chart pattern recognition is a subjective       This paper is organized as follows. Section 2 describes the 
               method open to different interpretations by different individuals       principle of Elliott wave and time series dimensionality reduction 
               based on their experience. Many researchers have been focusing          methods. Section 3 describes the proposed method of time series 
               their works on technical analysis by automatically applying             dimensionality reduction. Section 4 the experimental results are 
               several distinguish pattern recognition approaches to improve the       presented. Finally, section 5 concludes the paper and outlines 
               investment return.  Many approaches are applied to automatically        some direction for future works. 
               recognize the stock chart patterns include; genetic algorithm 
               [2][3], fuzzy logic [4], neural network[5].  Various supported                
               theories are implemented including Dow theory and Elliott Wave 
               theory.   Elliott wave theory is widely implemented in various 
               technical analysis approaches[6][7][8]. 
                2.  RELATED WORKS                                                         Gaps are a good indication of a Wave 3 in progress. After taking 
                In this section, the reviews of existing works and related theories       the stops out, the Wave 3 rally has caught the attention of traders. 
                are described.                                                            The next sequence of events are as follows: Traders who were 
                                                                                          initially long from the bottom finally have something to cheer 
                2.1  Elliott Wave Principle                                               about. They might even decide to add positions.  The traders who 
                The Elliott Wave Theory is introduced by Ralph Nelson                     were stopped out (after being upset for a while) decide the trend is 
                Elliott[19] which is inspired by the Dow Theory[20] and by                up, and they decide to buy into the rally. All this sudden interest 
                observations found throughout nature.                                     fuels the Wave 3 rally. This is the time when the majority of the 
                Elliott concluded that the movement of the stock market could be          traders have decided that the trend is up. Finally, all the buying 
                predicted by observing and identifying a repetitive pattern of            frenzy dies down; Wave 3 comes to a halt. Profit taking now 
                waves. In fact, Elliott believed that all of man's activities, not just   begins to set in. Traders who were long from the lows decide to 
                the stock market, were influenced by these identifiable series of         take profits. They have a good trade and start to protect profits. 
                waves. Elliott based part his work on the Dow Theory, which also          This causes a pullback in the prices that is called Wave 4. Wave 2 
                defines price movement in terms of waves, but Elliott discovered          was a vicious sell-off; Wave 4 is an orderly profit-taking decline.  
                the fractal nature of market action. Thus Elliott was able to             While profit-taking is in progress, the majority of traders are still 
                analyze markets in greater depth, identifying the specific                convinced the trend is up. They were either late in getting in on 
                characteristics of wave patterns and making detailed market               this rally, or they have been on the sideline. They consider this 
                predictions based on the patterns he had identified. The Elliott          profit-taking decline an excellent place to buy in and get even.  
                Wave Theory describes the stock market’s behavior as a series of          On the end of Wave 4, more buying sets in and the prices start to 
                waves up and another series of waves down to complete a market            rally again. 
                cycle. Those cycles are grouped into eight waves, with five of                 The Wave 5 rally lacks the huge enthusiasm and strength 
                those following the main trend, and three being corrective trends.        found in the Wave 3 rally. The Wave 5 advance is caused by a 
                After the eight moves are made, the cycle is complete. The                small group of traders. Although the prices make a new high 
                graphical view of Elliott Wave is depicted in figure 1.                   above the top of Wave 3, the rate of power, or strength, inside the 
                                                                                          Wave 5 advance is very small when compared to the Wave 3 
                                                                                          advance. Finally, when this lackluster buying interest dies out, the 
                                                                                          market tops out and enters a new phase.  
                                                                                          2.1.2  Corrective patterns 
                                                                                               Corrections are very hard to master. Most Elliott traders 
                                                                                          make money during an impulse pattern and then lose it back 
                                                                                          during the corrective phase. An impulse pattern consists of five 
                                                                                          waves. With the exception of the triangle, corrective patterns 
                                                                                          consist of 3 waves. An impulse pattern is always followed by a 
                                   Figure 1. Elliott wave cycle                           corrective pattern. Corrective patterns can be grouped into two 
                Elliott Wave Theory interprets market actions in terms of                 different categories: simple correction (zigzag) and complex 
                recurrent price structures. Basically, Market cycles are composed         corrections (flat, irregular, triangle).  
                of two major types of Wave : Impulse Wave and Corrective Wave                  Simple Correction (Zigzag). There is only one pattern in a 
                For every impulse wave, it can be sub-divided into 5 – wave               simple correction. This pattern is called a Zigzag correction. A 
                structure (1-2-3-4-5), while for corrective wave, it can be sub-          Zigzag correction is a three-wave pattern where the Wave B does 
                divided into 3 – wave structures (a-b-c).                                 not retrace more than 75 percent of Wave A. Wave C will make 
                The whole theory of Elliott Wave can be classified into two parts:        new lows below the end of Wave A. The Wave A of a zigzag 
                impulse patterns and corrective patterns.                                 correction always has a five-wave pattern. In the other two types 
                                                                                          of corrections (Flat and Irregular), Wave A has a three-wave 
                2.1.1  Impulse patterns                                                   pattern. Thus, if you can identify a five-wave pattern inside Wave 
                     The impulse pattern consists of five waves. The five waves           A of any correction, you can then expect the correction to turn out 
                can be in either direction, up or down. As can be seen in figure 1,       as a zigzag formation. 
                the first wave is usually a weak rally with only a small percentage            Complex Corrections (Flat, Irregular, Triangle). In a Flat 
                of the traders participating. Once Wave 1 is over, they sell the          correction, the length of each wave is identical. After a five-wave 
                market on Wave 2. The sell-off in Wave 2 is very vicious. Wave 2               impulse pattern, the market drops in Wave A. It then rallies 
                will finally end without making new lows and the market will              in a Wave B to the previous high. Finally, the market drops one 
                start to turn around for another rally. The initial stages of the         last time in Wave C to the previous Wave A low.   Irregular 
                Wave 3 rally are slow, and it finally makes it to the top of the          Correction. In this type of correction, Wave B makes a new high. 
                previous rally (the top of Wave 1). At this time, there are a lot of      The final Wave C may drop to the beginning of Wave A, or below 
                stops above the top of Wave 1. Traders are not convinced of the           it. Triangle Correction In addition to the three-wave correction 
                upward trend and are using this rally to add more shorts. For their       patterns, there is another pattern that appears time and time again. 
                analysis to be correct, the market should not take the top of the         It is called the Triangle pattern. Unlike other triangle studies, the 
                previous rally. Therefore, many stops are placed above the top of         Elliott Wave Triangle approach designates five sub-waves of a 
                Wave 1. The Wave 3 rally picks up steam and takes the top of              triangle as A, B, C, D and E in sequence. Triangles, by far, most 
                Wave 1. As soon as the Wave 1 high is exceeded, the stops are             commonly occur as fourth waves. One can sometimes see a 
                taken out. Depending on the number of stops, gaps are left open. 
               triangle as the Wave B of a three-wave correction. Triangles are                 0.5
               very tricky and confusing. One must study the pattern very                                        peak-peak connecting
               carefully prior to taking action. Prices tend to shoot out of the                0.4
               triangle formation in a swift thrust. When triangles occur in the 
               fourth wave, the market thrusts out of the triangle in the same 
               direction as Wave 3. When triangles occur in Wave Bs, the                        0.3
               market thrusts out of the triangle in the same direction as the 
               Wave A.                                                                          0.2
                                                                                                                       bottom-bottom connecting
                                                                                                0.1
               3.  THE PROPOSED MODEL 
               Our model comprises of two parts; part 1, the time series                         00   50  100  150  200 250  300 350  400  450
               dimensionality reduction, and the part 2, the identification of                                                                    
               Elliott wave.                                                          Figure 2. Distorted-wave shape dimensionality reduction. 
               3.1  Time Series Dimensionality Reduction                              . 
               A stock market time series consists of several fluctuant price              The algorithm of PWP can be sequentially presented as follow. 
               movements of up and down directions. These movements always 
               form wave-like structure. However, most of minor fluctuated                 (1)  For the time series S ={s , s , …, s }, consider the first 
               movements usually become noise in many analysis methods.                                                 1  2      m
               Reducing the dimensions or minor fluctuated movements of stock                  PIP on the first iteration including retrieval of the first 
               market time series can provide a higher degree of analysis results.             and the last point of S. 
                                                                                               Let s  is the first PIP, thus the time series is divided 
               Due to Elliott wave analysis, the early identifying the forming of                   p1            s  and s s  ,then PIPs are recorded  
                                                                                               into 2 segments; s
               the waves is very important for traders to gain their profit taking.            into PIPList.     1 p1      p1 m
                    Modeling of stock market time series dimensionality                    (2)  For each sub-segment from step 1, the next iteration of 
               reduction can be determined by reducing the minor fluctuated                    PIP retrieval is considered. When PIPs are retrieved 
               movements and retaining the major fluctuated movement. The                      from all sub-segments, at this point, the peak-to-peak 
               major fluctuated movement points can be known as Perceptually                   connecting and bottom-to-bottom connecting are 
               Important Points(PIPs). Algorithm of identification of PIPs was                 determined.  
               first introduced by Chung et al. (2001)[15], and, with the similar 
               idea, it is independently introduced by Douglas and Peucker                 (3)  If the peak-to-peak connecting or bottom-to-bottom 
               (1973)[21]. Chung et al [15] describe the concept of data point                 connecting exists, retrieval the next PIP of the segment 
               importance as the influence of a data point on the shape of the                 is determined. Otherwise, remove PIPs which are the 
               time series. A data point that has a greater influence to the overall           end points of the segment. Finally, all PIPs are recorded 
               shape of the time series is considered as more important. The                   to the PIPList. 
               implementation of PIPs identification can be found in 
               [15][16][22].                                                               (4)  Follow step 1-4 until the threshold is reached. 
                    In a time series, PIPs identification is performed recursively         The threshold used for considering in step 4 is determined by 
               until all points are considered. With the method introduced by Fu           the period of trading. If a stock trader trades once a week(5 
               et al.(2007)[15], importance-ordered PIPs are used for                      business days) the threshold is set to be 5.      
               constructing the SB-Tree data structure and dimensionality             The result from this algorithm is the list of PIPs series in different 
               reduction can be done by accessing number of PIPs from the tree.       levels. 
               Nevertheless, by considering number of PIPs, in some case, the 
               reconstructed time series may be constructed in distorted-wave          
               shape because of the connecting line between the bottom                3.2  Identification of Elliott Waves 
               important points or between the peak important points. This is 
               shown in figure 2.                                                     To identify the existing of Elliott waves, the point-to-point 
                          To eliminate these effects, we introduce the method of      matching is provided. This method matches the time series and 
               time series dimensionality reduction by considering point-             the pattern templates. However, since the varieties of amplitude of 
               importance order of wave-like shape preservation(PWP). The             waves and points distances the matching point-to-point directly is 
               PWP method is very important to preserve the reconstructed             not proper.   
               shape of time series in the wave-like form. The idea of PWP is         By the method of pattern based matching proposed by Fu et 
               come from the number of retrieved PIPs cannot preserve the             al.(2007)[22],  the amplitude distance and temporal distance 
               wave-like shape of the dimension reduced time series                   measures are applied in this research. 
               2.                                                                     Suppose P and Q are lists of points in the time series and 
                                                                                      templates, thus the amplitude distance can be determined as 
                                                                                      follow.              ଵ  ௡
                                                                                              ሺ      ሻ   ට ∑                ଶ
                                                                                           ܣܦ ܵܲ,ܳ ൌ             ሺݏ݌ െݍሻ                             (1) 
                                                                                                           ௡ ௞ୀଵ     ௞    ௞
                        Here,  SP and sp  denote the PIPs found in P. However, the                                                                    Information and Communications Technology, 2005. 
                                                     k                                                                                                Enabling Technologies for the New Knowledge Society: ITI 
                        measure in Eq. (1) has not yet taken the horizontal scale (time 
                        dimension) into considerations. Therefore, it is preferred to                                                                 3rd International Conference on. 2005. 
                        consider the horizontal distortion of the pattern against the pattern                                                 [4]  Ming Dong, X.-S.Z., Exploring the fuzzy nature of technical 
                        templates. The temporal distance (TD) between P and Q is                                                                      patterns of US stock market.. Proc. ICONIP’02-SEAL’02-
                        defined as:                                ଵ                                                                                  FSKD’02, 2002: p. 6. 
                                                                          ௡           ௧        ௧ ଶ                                            [5]  J. T. Yao, C. L. Tan and H.-L. Poh, "Neural Networks for 
                                       ܶ     ሺ       ܳሻ       ට         ∑ ሺݏ݌ െݍሻ                           (2) 
                                          ܦ ܵܲ,           ൌ ௡ିଵ ௞ୀଶ                   ௞        ௞                                                      Technical Analysis: A Study on KLCI", International Journal 
                        where ݏ݌௧ and ݍ௧ denote the time coordinate of the sequence                                                                   of Theoretical and Applied Finance, Vol. 2, No.2, 1999, 
                                        ௞             ௞                                                                                               pp221-241. 
                        points  ݏ݌  and ݍ  , respectively. To take both horizontal and 
                                        ௞             ௞                                                                                       [6]   Chen, T.-L., C.-H. Cheng, and H. Jong Teoh, Fuzzy time-
                        vertical distortion into consideration in the similarity measure, the                                                         series based on Fibonacci sequence for stock price 
                        distance (or similarity) measure could be modified as:                                                                        forecasting. Physica A: Statistical Mechanics and its 
                          ሺ           ሻ                     ሺ         ሻ                                                                               Applications, 2007. 380: p. 377-390. 
                        ܦ ܵܲ,ܳ ൌݓ ൈܣܦܵܲ,ܳ ൅ሺ1െݓሻൈܶܦሺܵܲ,ܳሻ            (3)                                                                      [7]  Kirkpatrick, C.D., Dahlquist, J.R., Technical analysis. 2007: 
                                                ଵ                                       ଵ                                                             Financial times press. 
                        where w  denotes the weighing among the AD and TD and can be 
                                      1                                                                                                       [8]  Frost and R.R. Prechter, Elliott Wave Principle: Key to Stock 
                         specified by the users. In this paper w =0.5 is applied[22]. 
                                                                                     1                                                                Market Profits. 1985: New Classics Library. 
                        4.  EXPERIMENTAL RESULTS                                                                                              [9]  R. Agrawal, C. Faloutsos, and A. Swami: Efficient Similarity 
                                                                                                                                                      Search in Sequence Databases, Proc. Int’l Conf. Foundations 
                        5.  CONCLUSION                                                                                                                of Data Organiz                         ations and Algorithms, pp. 69-84, 
                                                                                                                                                      Oct, 1993. 
                                                                                                                                              [10] Korn, F., Jagadish, H & Faloutsos. C.: Efficiently supporting 
                                                                                                                                                      ad hoc queries in large datasets of time sequences. Proc. of 
                                                                                                                                                      SIGMOD ’97, Tucson, AZ, pp 289-300, 1997. 
                                                                                                                                              [11] Chan, K.& Fu, W.: Efficient time series matching by 
                                                                                                                                                      wavelets. Proc. of the 15th IEEE International Conference on 
                                                                                                                                                      Data Engineering, 1999. 
                                                                                                                                              [12] Keogh, E., Chakrabarti, K., Pazzani, M., Mehrotra, S., 2000. 
                                                                                                                                                      Dimensionality reduction for fast similarity Search in large 
                                                                                                                                                      time series databases. Journal of Knowledge and Information 
                                                                                                                                                      Systems 3 (3), 263–286. 
                                                                                                                                              [13] Lin J., Keogh E., Lonardi S., Chiu B. A Symbolic 
                                                                                                                                                      Representation of Time Series, with Implications for 
                                                                                                                                                      Streaming Algorithms. In proceedings of the 8th ACM 
                                                                                                                                                      SIGMOD Workshop on Research Issues in Data Mining and 
                                                                                                                                                      Knowledge Discovery. (2003). 
                                                                                                                                              [14] Battuguldur Lkhagva, Yu Suzuki, Kyoji Kawagoe: New 
                                                                                                                                                      Time Series Data Representation ESAX for Financial 
                                                                                                                                                      Applications. ICDE Workshops 2006. 
                                                                                                                                              [15] Chung, F-L., Fu, T-C., Luk, R., Ng, V. Flexible time series 
                                                                                                                                                      pattern matching based on perceptually important points. In: 
                                                                                                                                                      International Joint Conference on Artificial Intelligence 
                                                                                                                                                      Workshop on Learning from Temporal and Spatial Data, pp. 
                                                                                                                                                      1–7. 
                        6.  REFERENCES                                                                                                        [16] Fu T-C., Chung F-L., Luk R. and Ng C-M., Representing 
                                                                                                                                                      financial time series based on data point importance., 
                        [1]  Person, J.L., A complete guide to technical trading tactics :                                                            Engineering Applications of Artificial IntelligenceVolume 
                                how to profit using pivot points, candlesticks & other                                                                21, 2,March 2008, pp.277-300. 
                                indicators. 2004, Canada: John Wiley & Sons.                                                                  [17] Fink, E., K.B. Pratt, and H.S. Gandhi. Indexing of time series 
                        [2]  Baba, N., et al., Utilization of AI & GAs to Improve the                                                                 by major minima and maxima. in Systems, Man and 
                                Traditional Technical Analysis in the Financial Markets, in                                                           Cybernetics, 2003. IEEE International Conference on. 2003. 
                                Knowledge-Based Intelligent Information and Engineering                                                       [18] Bao D. A generalized model for financial time series 
                                Systems. 2003. p. 1095-1099.                                                                                          representation and prediction. Applied Intelligence, 
                        [3]  Badawy, F.A., H.Y. Abdelazim, and M.G. Darwish. Genetic                                                                  DOI:10.1007/s10489-007-0104-9. 
                                Algorithms for Predicting the Egyptian Stock Market. in                                                       [19] Elliott, R.N. 1938. 
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...Time series representation for elliott wave identification in stock market analysis chaliaw phetking mohd noor md sap ali selamat faculty of science and technology comp sci info sys suan dusit rajabhat university universiti teknologi malaysia bangkok thailand johor phe ac th mohdnoor fsksm utm my aselamat abstract unfortunately is a very difficult waves are considered as the crowded psychological effect task usually depending on analyst experiences further there several always demonstrates its movement fluctuant way different resolution to identify existing due some important factors or events these give hard dimensional reduction technique determined problem however with financial methods dimensionality it available produce distorted like shape which this study we propose by considering method techniques many researchers various advantage based perceptually points work done agrawal et al utilizes collected used discrete fourier transform dft reduce using point importance order dimensi...

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