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    Overview: Wavelet Filter Crossover system

    Example 9.. A signal opens a long position if the "fast" low-frequency filter constructed in example 3, rises above the "slow" filter, and opens a short position if the "fast" filter falls below "slow" filter.

    Notice, that wavelet based low-frequency filters use data points. Compare the results of the given system to the crossover of moving averages of the same lengths. The top report is the wavelet filters crossover, parameters by default, without optimization.

    Results of application of the same strategy - moving average crossover by length and , instead of wavelet filters on the same data are resulted below:

    Comments are unnecessary in this case.

    Do not pay attention to the identical name of strategy: we have replaced last two lines in initial code EasyLenguage with that are bracketed for the simplicity.

    EasyLanguage:
     
    {******************************************************** 
    Non-decimated Haar Wavelet Filter Crossover system 
    Copyright (c) Trade Smart Research Group 2002  
    Notes: The math is based on Multiresolution Analysis of Time Series  
    www.multiresolutions.com 
    ********************************************************}
     
     
    Inputs: MinScale(2), {the minimal wavelet scale } 
    MaxScale(4), {the maximal wavelet scale } 
    NSigma(3); {threshold value signal / noise} 
     
    vars: Lookback(0), Count(0); 
    Array: Filter[9](close); 
    Array: ArrayPrice[511](0); 
     
    defineDLLFunc"tswvl.DLL"FLOAT"RUNWVL",LPFLOAT,int,float
    defineDLLFunc"tswvl.DLL"FLOAT"GETALLVALUES",int,int
     
    Lookback = Power(2, MaxScale);  
    for count = 0 to lookback-1 begin 
    ArrayPrice[count] = Close[count]; 
    end
     
    Filter[0] = RUNWVL(&ArrayPrice[0], MaxScale, NSigma); 
     
    for count = 1 to MaxScale begin 
    Filter[count] = Filter[count - 1] - GetAllValues(3,count); 
    end
     
    if Filter[MinScale] cross above Filter[MaxScale] Then Buy("Cross.LE"at close
     
    if Filter[MinScale] cross below Filter[MaxScale] Then Sell("Cross.SE"at close
     

    value21 = power(2, MinScale); 
    value22 = power(2, MaxScale); 
    value11 = Average(close, value21); 
    value12 = Average(close, value22); 
    if value11 cross above value12 Then Buy("Cross.LE") at close; 
    if value11 cross below value12 Then Sell("Cross.SE") at close; 
    }
     

    These elementary examples evidently show that modern computer methods can improve an arsenal of technical analytics.



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