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[amibroker] Re: DT's Ct prediction for the Ti3



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Herman,
As I wrote in previous post, Ct is a function of Ti3Ct [and vice 
versa]
In your example, Ti3C and Ti3H should be calculated separately, to 
avoid any confusion.
The expected next bar Close Ct would be

Plot(C,"C",colorBlack,8);
 periods=5;s=0.7;f=2/(periods+1);R=1-f;
//the Ti3H
price=H;
e1H=EMA(price,periods);
e2H=EMA(e1H,Periods);
e3H=EMA(e2H,Periods);
e4H=EMA(e3H,Periods);
e5H=EMA(e4H,Periods);
e6H=EMA(e5H,Periods);
c1=-s*s*s;
c2=3*s*s+3*s*s*s;
c3=-6*s*s-3*s-3*s*s*s;
c4=1+3*s+s*s*s+3*s*s;
Ti3H=c1*e6H+c2*e5H+c3*e4H+c4*e3H;
//Plot(Ti3H,"Ti3H",1,1);
//the Ti3C
price=C;
e1C=EMA(price,periods);
e2C=EMA(e1C,Periods);
e3C=EMA(e2C,Periods);
e4C=EMA(e3C,Periods);
e5C=EMA(e4C,Periods);
e6C=EMA(e5C,Periods);
Ti3C=c1*e6C+c2*e5C+c3*e4C+c4*e3C;
//Plot(Ti3C,"Ti3C",2,1);
Ti3Ct=Ti3H;//your condition:the next bar Ti3C is equal to todays Ti3H
//the Ct as a function of Ti3Ct
Ct=(Ti3Ct-R*(c1*(f^5*e1C+f^4*e2C+f^3*e3C+f^2*e4C+f*e5C+e6C)+c2*
(f^4*e1C+f^3*e2C+f^2*e3C+f*e4C+e5C)+c3*(f^3*e1C+f^2*e2C+f*e3C+e4C)+c4*
(f^2*e1C+f*e2C+e3C)))/(C1*f^6+C2*f^5+C3*f^4+C4*f^3) ;
Plot(Ct,"Ct",colorRed,8);

For periods>10 the condition is quite rare.
Dimitris
--- In amibroker@xxxxxxxxxxxxxxx, "Herman van den Bergen" 
<psytek@xxxx> wrote:
> In my requirements there is only one unknown, the next day Ct as 
the other
> Ti3 was using the previous bar's value. The equation is solvable by
> iteration however it is too slow for Real Time data, where in a 
backtests i
> want to process 100,000 bars. The problem could also be stated, 
since both
> Ti3s have the same value when crossing, and assigning arbitrary 
familiar
> price arrays to Array1 and Array2, as:
> 
> Ti3( ref(H,-1), period, sensitivity )  =  Ti3( C, period, 
sensitivity )
> 
> and solving for C. In this equation C is the only unknown because H 
is
> yesterday's known value. Your earlier solutions are close to this 
but i
> haven't been able to modify them to this requirement. Note that 
periods and
> sensitivities are the same on both sides of the equation.
> 
> Best regards,
> herman
> 
> 
>   -----Original Message-----
>   From: DIMITRIS TSOKAKIS [mailto:TSOKAKIS@x...]
>   Sent: Monday, October 25, 2004 6:58 AM
>   To: amibroker@xxxxxxxxxxxxxxx
>   Subject: [amibroker] Re: DT's Ct prediction for the Ti3
> 
> 
> 
>   To be more specific:
>   Ti3t, the next bar Ti3 of an array, is ALWAYS a [known] function 
of
>   the next bar array value arrayt.
>   Arrayt is NOT ALWAYS a [known] function of the next bar Close Ct.
>   Dimitris
>   PS : If you could be more specific about array1, array2 we could
>   probably come to some result...
>   --- In amibroker@xxxxxxxxxxxxxxx, "Herman van den Bergen"
>   <psytek@xxxx> wrote:
>   > Thank you Dt.
>   >
>   > herman
>   >   -----Original Message-----
>   >   From: DIMITRIS TSOKAKIS [mailto:TSOKAKIS@x...]
>   >   Sent: Monday, October 25, 2004 6:41 AM
>   >   To: amibroker@xxxxxxxxxxxxxxx
>   >   Subject: [amibroker] Re: DT's Ct prediction for the Ti3
>   >
>   >
>   >
>   >   Herman,
>   >   There is no answer for this general question.
>   >   Some arrays may be RevEnged [RSI, Ti3], some others not 
[StochD].
>   >   The next bar RSI is a function of the next bar Close Ct, the 
next
>   bar
>   >   StochD is [unfortunately] a function of Ht, Lt and Ct.
>   >   Dimitris
>   >   --- In amibroker@xxxxxxxxxxxxxxx, "Herman van den Bergen"
>   >   <psytek@xxxx> wrote:
>   >   > Thank you DT, I tried this code but it requires that pb is
>   greater
>   >   than pa
>   >   > and also it uses C in both Ti3s. I am looking for a sulution
>   where
>   >   pa==pb
>   >   > and we use different price arrays.
>   >   >
>   >   > best regards,
>   >   > herman
>   >   >
>   >   >
>   >   >
>   >   >
>   >   >   -----Original Message-----
>   >   >   From: DIMITRIS TSOKAKIS [mailto:TSOKAKIS@x...]
>   >   >   Sent: Monday, October 25, 2004 1:57 AM
>   >   >   To: amibroker@xxxxxxxxxxxxxxx
>   >   >   Subject: [amibroker] Re: DT's Ct prediction for the Ti3
>   >   >
>   >   >
>   >   >
>   >   >   --- In amibroker@xxxxxxxxxxxxxxx, "Herman van den Bergen"
>   >   >   <psytek@xxxx> wrote:
>   >   >   > DT, I am not sure i understand the Ti3t... what i am 
trying
>   to
>   >   find
>   >   >   out is
>   >   >   > what tomorrows closing price would be to cause the 
crossing
>   of
>   >   two
>   >   >   Ti3
>   >   >   > functions.
>   >   >
>   >   >   Herman,
>   >   >   this specific question is already in
>   >   >   http://finance.groups.yahoo.com/group/amibroker-
ts/files/A%
>   20Ti3%
>   >   >   20application/
>   >   >   "Cross(Ti3a,Ti3b) predictions.txt"
>   >   >   Dimitris
>   >   >   For example:
>   >   >   >
>   >   >   > F1 = T3( Array1, 3, 0.8 );
>   >   >   > F2 = T3( ref(Array2,-1), 3, 0.8 );
>   >   >   >
>   >   >   > Array1 and Array2 are two different arrays and could be 
any
>   >   type of
>   >   >   > indicator array. For development you can plug in any of 
the
>   OHLC
>   >   >   arrays, but
>   >   >   > you cannot use the same price array for both function
>   calles.
>   >   >   > The Periods and Sensitivities are the same for both T3
>   function
>   >   >   calls.
>   >   >   > F2 is based on yesterdays values, F1 is based on todays
>   values.
>   >   >   > I would like to calculate tomorrows value for Array1 
that
>   would
>   >   >   cause the
>   >   >   > two functions to cross: cross(F1, F2).
>   >   >   >
>   >   >   > Do you think this is possible?
>   >   >   >
>   >   >   > thanks for you help DT!
>   >   >   > herman
>   >   >   >   -----Original Message-----
>   >   >   >   From: DIMITRIS TSOKAKIS [mailto:TSOKAKIS@x...]
>   >   >   >   Sent: Saturday, October 23, 2004 5:34 AM
>   >   >   >   To: amibroker@xxxxxxxxxxxxxxx
>   >   >   >   Subject: [amibroker] Re: DT's Ct prediction for the 
Ti3
>   >   >   >
>   >   >   >
>   >   >   >
>   >   >   >   Herman,
>   >   >   >   Ti3t (the next bar Ti3) is a direct function of the 
next
>   bar
>   >   >   Close Ct.
>   >   >   >   Ti3t=
>   >   >   >   c1*(f*(f*(f*(f*(f*(f*Ct+(1-f)*e1)+
>   >   >   >   (1-f)*e2)+(1-f)*e3)+(1-f)*e4)+(1-f)*e5)+(1-f)*e6)+
>   >   >   >   c2*(f*(f*(f*(f*(f*Ct+(1-f)*e1)+(1-f)*e2)+(1-f)*e3)+
>   >   >   >   (1-f)*e4)+(1-f)*e5)+
>   >   >   >   c3*(f*(f*(f*(f*Ct+(1-f)*e1)+(1-f)*e2)+(1-f)*e3)+(1-f)
*e4)+
>   >   >   >   c4*(f*(f*(f*Ct+(1-f)*e1)+(1-f)*e2)+(1-f)*e3);
>   >   >   >   If I understand your question, you want to solve Ct 
for
>   any
>   >   given
>   >   >   >   Ti3t.
>   >   >   >   Let me know and I will do it.
>   >   >   >   Dimitris
>   >   >   >   --- In amibroker@xxxxxxxxxxxxxxx, "Herman van den 
Bergen"
>   >   >   >   <psytek@xxxx> wrote:
>   >   >   >   > Hello,
>   >   >   >   >
>   >   >   >   > 'been looking at DT's Ct formula (nice work!) to 
predict
>   >   where
>   >   >   >   tomorrow's
>   >   >   >   > Close will touch the Ti3 - see code below. Can 
anybody
>   see a
>   >   >   way to
>   >   >   >   use this
>   >   >   >   > formula to predict the Close of tomorrow needed to 
have
>   the
>   >   Ti3
>   >   >   >   touch any
>   >   >   >   > arbitrary point? For example a point on another
>   indicator.
>   >   >   >   >
>   >   >   >   > My math is not up to this, any help would be
>   appreciated!
>   >   >   >   >
>   >   >   >   > herman.
>   >   >   >   >
>   >   >   >   > p=3;s=0.84;f=2/(p+1);
>   >   >   >   > // Ti3
>   >   >   >   > e1=EMA(C,p);
>   >   >   >   > e2=EMA(e1,p);
>   >   >   >   > e3=EMA(e2,p);
>   >   >   >   > e4=EMA(e3,p);
>   >   >   >   > e5=EMA(e4,p);
>   >   >   >   > e6=EMA(e5,p);
>   >   >   >   > c1=-s*s*s;
>   >   >   >   > c2=3*s*s+3*s*s*s;
>   >   >   >   > c3=-6*s*s-3*s-3*s*s*s;
>   >   >   >   > c4=1+3*s+s*s*s+3*s*s;
>   >   >   >   > Ti3=c1*e6+c2*e5+c3*e4+c4*e3;
>   >   >   >   > //The value of tomorrow´s Close Ct that touches
>   tomorrow´s
>   >   Ti3
>   >   >   is
>   >   >   >   > Ct=
>   >   >   >   > (1-f)*((c1*f^5+c2*f^4+c3*f^3+c4*f^2)*e1+
>   >   >   (c1*f^4+c2*f^3+c3*f^2+c4*f)
>   >   >   >   *e2+(c1*f
>   >   >   >   > ^3+c2*f^2+c3*f+c4*1)*e3+(c1*f^2+c2*f+c3*1)*e4+
>   (c1*f+c2*1)
>   >   >   *e5+c1*e6)/
>   >   >   >   (1-(C1*f
>   >   >   >   > ^6+C2*f^5+C3*f^4+C4*f^3)) ;//relation III
>   >   >   >   > Plot(C,"Close",1,128);
>   >   >   >   > Plot(Ti3,"Ti3",4,1);
>   >   >   >   > Plot(Ct,"Ct",2,1);
>   >   >   >
>   >   >   >
>   >   >   >
>   >   >   >
>   >   >   >
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