Re: [EquisMetaStock Group] Linear Regressions / Standard Deviation Channel

["Dusant@xxxxxxxxxxxxxxxxxx" <dusant@xxxxxxxxxxxxxxxxxx>]

Take your pick:
1)
<FONT face=Verdana 
size=2>Pe:=Input("Periods",3,500,30);Z:=LastValue(LinearReg(P,Pe));Y:=LastValue(Cum(1))-Cum(1);U:=Z-(LastValue(LinRegSlope(P,Pe))*Y);R:=0-(LastValue(Cum(1))-Pe);MLR:= 
U+Ref(P,R)-Ref(P,R);UMLR:= MLR + Stdev(P,pe);LMLR:= MLR - Stdev(P,pe) 
;
 
mlr;umlr;lmlr;



<FONT face=Verdana 
size=2>Pe:=Input("Periods",3,1000,10);(LastValue(LinearReg(C,Pe))-(LastValue(LinRegSlope(C,Pe))*(LastValue(Cum(1))-Cum(1))))+Ref(C,(0-(LastValue(Cum(1))-Pe)))-Ref(C,(0-(LastValue(Cum(1))-Pe)));Ref((LastValue(Ref(LinearReg(C,Pe),-1))-(LastValue(Ref(LinRegSlope(C,Pe),-1))*(LastValue(Ref(Cum(1),-1))-Ref(Cum(1),-1))))+Ref(C,(0-(LastValue(Ref(Cum(1),-1))-Pe+1)))-Ref(C,(0-(LastValue(Ref(Cum(1),-1))-Pe+1))),1);Ref((LastValue(Ref(LinearReg(C,Pe),-2))-(LastValue(Ref(LinRegSlope(C,Pe),-2))*(LastValue(Ref(Cum(1),-2))-Ref(Cum(1),-2))))+Ref(C,(0-(LastValue(Ref(Cum(1),-2))-Pe+2)))-Ref(C,(0-(LastValue(Ref(Cum(1),-2))-Pe+2))),2);Ref((LastValue(Ref(LinearReg(C,Pe),-3))-(LastValue(Ref(LinRegSlope(C,Pe),-3))*(LastValue(Ref(Cum(1),-3))-Ref(Cum(1),-3))))+Ref(C,(0-(LastValue(Ref(Cum(1),-3))-Pe+3)))-Ref(C,(0-(LastValue(Ref(Cum(1),-3))-Pe+3))),3);Ref((LastValue(Ref(LinearReg(C,Pe),-4))-(LastValue(Ref(LinRegSlope(C,Pe),-4))*(LastValue(Ref(Cum(1),-4))-Ref(Cum(1),-4))))+Ref(C,(0-(LastValue(Ref(Cum(1),-4))-Pe+4)))-Ref(C,(0-(LastValue(Ref(Cum(1),-4))-Pe+4))),4);Ref((LastValue(Ref(LinearReg(C,Pe),-5))-(LastValue(Ref(LinRegSlope(C,Pe),-5))*(LastValue(Ref(Cum(1),-5))-Ref(Cum(1),-5))))+Ref(C,(0-(LastValue(Ref(Cum(1),-5))-Pe+5)))-Ref(C,(0-(LastValue(Ref(Cum(1),-5))-Pe+5))),5);Ref((LastValue(Ref(LinearReg(C,Pe),-6))-(LastValue(Ref(LinRegSlope(C,Pe),-6))*(LastValue(Ref(Cum(1),-6))-Ref(Cum(1),-6))))+Ref(C,(0-(LastValue(Ref(Cum(1),-6))-Pe+6)))-Ref(C,(0-(LastValue(Ref(Cum(1),-6))-Pe+6))),6);Ref((LastValue(Ref(LinearReg(C,Pe),-7))-(LastValue(Ref(LinRegSlope(C,Pe),-7))*(LastValue(Ref(Cum(1),-7))-Ref(Cum(1),-7))))+Ref(C,(0-(LastValue(Ref(Cum(1),-7))-Pe+7)))-Ref(C,(0-(LastValue(Ref(Cum(1),-7))-Pe+7))),7);Ref((LastValue(Ref(LinearReg(C,Pe),-8))-(LastValue(Ref(LinRegSlope(C,Pe),-8))*(LastValue(Ref(Cum(1),-8))-Ref(Cum(1),-8))))+Ref(C,(0-(LastValue(Ref(Cum(1),-8))-Pe+8)))-Ref(C,(0-(LastValue(Ref(Cum(1),-8))-Pe+8))),8);Ref((LastValue(Ref(LinearReg(C,Pe),-9))-(LastValue(Ref(LinRegSlope(C,Pe),-9))*(LastValue(Ref(Cum(1),-9))-Ref(Cum(1),-9))))+Ref(C,(0-(LastValue(Ref(Cum(1),-9))-Pe+9)))-Ref(C,(0-(LastValue(Ref(Cum(1),-9))-Pe+9))),9)



DusantChief Architect<A 
href="">http://www.candlestrength.com/
 
<BLOCKQUOTE 
>
  ----- Original Message ----- 
  <DIV 
  >From: 
  Don 
  Cole 
  To: <A 
  title=equismetastock@xxxxxxxxxxxxxxx 
  href="">equismetastock@xxxxxxxxxxxxxxx 
  
  Sent: Monday, March 22, 2004 19:17 
  PM
  Subject: [EquisMetaStock Group] Linear 
  Regressions / Standard Deviation Channel
  
  Hey All,
   
  I've been watching this group for a short time now and some of the 
  questions and answers I've seen have been awsome!  I've been hoping to 
  catch a clue to a question I have - but it now looks like I'll just have 
  to speak-out and ask.
   
  So, does anyone know where I might find some code that 
  will provide a straight line linear regression with parallel channel 
  lines for a given number of bars and at a distance that I can program (ie 
  number of Standard Deviations from centreline)?  
   
  I can easily achieve this functionality by manually using the MS Standard 
  Deviation Channel button, but I want to add the process and its results into 
  an E.O.D. exploration. 
   
  Thanks in advance,
  Don
   
  
  
  Find local movie times and trailers on <A 
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