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| | #17 | ||
![]() | Re: Center of Gravity Bands Quote:
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| | #18 | ||
![]() | Re: Center of Gravity Bands The prorealtime platform, describing how DPO works, says it does exactly what the tradestation detrend function do. But if you plot the DPO you can see two big differences compared to the detrend 1) it is shifted on the left by LEN/2 bars (where LEN is the input length) 2) it is normalized so that it moves form -100 to 100 here is an example of the DPO and hurst bands on prorealtime. | ||
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| | #19 | ||
![]() | Re: Center of Gravity Bands Quote:
A function: --------- Inputs: p3(numericsimple), XX(numericsimple), HurstM(numericRef),HurstH (numericRef),HurstL(numer icref); Variables: k(0), de48(0), n(0), p(0), d100(0), moy100(0), co(0), hh(0), x(0), w(0), aa(0),b(0),e(0), z(0), alpha(0), bbeta(0), flag(0), p33(0), ii(0),cc(0), dd(0); k=p3; de48=Detrend( CLOSE, k*2); if de48=de48[1] and de48[1]=de48[2] and de48[2]<>de48[3] then flag=1; n=(k*2)-4; p=(n/2)-1; d100=Detrend(close,n); moy100=close-d100; co=(moy100-moy100[1]+(close[p])/n)*n; //co=(moy100-moy100[1]+div(close[p],n))*n; if flag[1]=1 and flag[2]=0 then hh=co[1]; if flag[1]=1 then co=hh; n=mod(p3,2); p=(p3-n)/2; p33=(2*p)+1; //once x=0 w=absvalue((p-x)/p); //w=absvalue( div(p-x,p) ); w=w*w*w; w=(1-w); w=w*w*w; x=x+1; if barnumber=p33 then begin aa=0; b=0; e=0; for ii=1 to p33 begin z=barnumber-ii+1; aa=aa+w[z]; b=b+w[z]*(ii); e=e+(ii)*(ii)*w[z]; end; end; if barnumber>p33 then begin cc=0; dd=0; for ii=1 to p33 begin z=barnumber-ii+1; cc=cc+co[p33+p-ii]*w[z]; dd=dd+co[p33+p-ii]*w[z]*(ii); end; end; //alpha=(aa*dd-b*cc)/(aa*e-b*b); alpha=div((aa*dd-b*cc),(aa*e-b*b)); //bbeta=(cc*e-b*dd)/(aa*e-b*b); bbeta=div((cc*e-b*dd),(aa*e-b*b)); HurstM=alpha*(p+1)+bbeta; if barnumber<p33*2 then begin HurstM=0; HurstH=0; HurstL=0; end; HurstH=HurstM+xx; HurstL=HurstM-xx; AA_BandeHurst=0; -------------------- and its indicator: ------------- inputs: p3(83), XX(0.75); Variables: HurstM(0), HurstH(0), HurstL(0); Value1= AA_BandeHurst(p3, XX, HurstM, HurstH, HurstL); Plot1( HurstM, "HurstM" ) ; Plot2( HurstH, "HurstH" ) ; Plot3( HurstL, "HurstL" ) ; ----------- I also attach 2 images on the same bund future contract daily where I show the bad results on tradestation and the nice hurst bands on prorealtime. And here is the prorealtme code creating this bands I shifted the upper and the lower band only by 0.75 so the bands are not "perfect". But the most important thing is the central line. ----- k=p3 //(input value) de48=DPO[k*2](close) if de48=de48[1] and de48[1]=de48[2] and de48[2]<>de48[3] then flag=1 endif n=(k*2)-4 p=(n/2)-1 d100=DPO[n](close) moy100=close-d100 co=(moy100-moy100[1]+(close[p])/n)*n if flag[1]=1 and flag[2]=0 then hh=co[1] endif if flag[1]=1 then co=hh endif n=p3 mod 2 p=(p3-n)/2 p3=(2*p)+1 once x=0 w=abs((p-x)/p) w=w*w*w w=(1-w) w=w*w*w x=x+1 if barindex=p3 then a=0 b=0 e=0 for i=1 to p3 z=barindex-i+1 a=a+w[z] b=b+w[z]*(i) e=e+(i)*(i)*w[z] next endif if barindex>p3 then c=0 d=0 for i=1 to p3 z=barindex-i+1 c=c+co[p3+p-i]*w[z] d=d+co[p3+p-i]*w[z]*(i) next endif alpha=(a*d-b*c)/(a*e-b*b) beta=(c*e-b*d)/(a*e-b*b) lowess=alpha*(p+1)+beta if barindex<p3*2 then lowess=undefined endif lowess1=lowess+xx lowess2=lowess-xx Segno=SGN(lowess-lowess[1]) return lowess as "H media", lowess1 coloured by (Segno) as "UpperBand", lowess2 coloured by (Segno) as "LowerBand" ----------- | ||
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| | #20 | ||
![]() | Re: Center of Gravity Bands I get an error when trying to verify the below statement--needs more inputs??? alpha=div((aa*dd-b*cc),(aa*e-b*b)); | ||
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| center of gravity, john ehlers |
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